Post on 25-Apr-2019
DAFTAR KOLEKSI LAB PENELITIAN ( Berdasarkan Kelompok Peminatan Ilmu Matematika)
Lap Penelitian Departemen Matematika FMIPA-UI
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
1 AKTUARIA 304.6'076 Key d Keyfitz, Nathan Demography through problems New York: Springer
Verlag, 1984
M/02909, M/02910
Tidak Ada
2
2 AKTUARIA 304.64 Bat m Batten, Robert W. Mortality table constructions New Jersey: Prentice-
Hall, 1978
M/02900, M/02913,
M/02916, M/02917,
M/01213 3 Buku
Tidak Ada
5
3 AKTUARIA 332 Amb p Ambachtsheer, Keith P. Pension funds and the bottom line Managing the
corporate pension fund as a financial business
Homewood,illinois
Dow Jones-IRWIN,
1986
M/02996 1
4 AKTUARIA 331,01 Bac s Back, K… et. Al Stochastic methods in finance (lectures given at
the C.I.M.E.-E.M.S. Summer School held in
Bressanone/Brixen, italy, July 6-12,2003
Germany; Springer,
2004
Asymmetric information; Assest pricing theory; filtering theory; incomplete
information; asymmetric; markov chain models; heterogeneous; continuous-
time; modeling; valuation; credit risk; stochastic interest rates; hazard
processes; martingale; statistical probability; insurance risk; stochastic
control; credit event risks; optimal investment; insurance; risk measures;
dynamic risk measures; numerical solution
M/06360 1
5 AKTUARIA 332.01 Bor f Borowiak, Dale S Financial And Actuarial Statistic : an intoduction CRC Press, 2014 Statistical concept ; statistical techniques; financial computational models;
deterministics status models; future lifetime random variable and life tables;
stochastics status models; advanched stochastics status models; markov
chain methods; scenarion and simulation testing; further statistical
considerations
M/07298, M/07299 2
6 AKTUARIA 332.645 Blue t Bluetow, Gerald W The reseach foundation of AIMR (Term Structure
Models Using Binomial Trees
M/06480 1
7 AKTUARIA 368 Act a Shang, Hanji Actuarial Science : theory and methodology Risk models and ruin theory;compound risk models and copula
decomposition;comonotonically additive premium principles and some
related topics;fuzzy comprehensive evaluation and fuzzy information
processing for risks;application of fuzzy mathematics to actuarial
science;some applications of financial economics to insurance;exporing on
the risk profil of china insurance for setting appropriate solvency capital
requirement
M/06701, M/06797,
M/06798
3
8 AKTUARIA 368 Ach p Achdiyat, Didi Prinsip-prinsip aktuaria asuransi jiwa Jakarta: Gunadarma,
1940
M/03982 1
9 AKTUARIA 368 Ach p Achdijat, Didi Pendanaan program pensiun teori dan praktek Jakarta: Gunadarma,
1993
M/02995 1
10 AKTUARIA 368 And p Anderson, Arthur W. Pension mathematics for actuaries, 3rd ed. ACTEX Pubs, 2013 Actuarial cost methods; Contributory plans; Ancillary benefits; Assets;
Assumptions; Cost methods again
M/07149, M/07150 2
11 AKTUARIA 368 And p Anderson, Arthur W. Pension mathematics for actuaries, 2nd ed. Winsted, CT Actex,
1992
Actuarial cost methods; Contributory plans; Ancillary benefits; Assets;
Assumptions; Cost methods again
Q/01325, M/03031,
M/05170
3
12 AKTUARIA 368 And p Anderson, Arthur W. Pension mathematical for actuaries, first ed. Winsted: Actex
Publication,
Actuarial cost methods; Contributory plans; Ancillary benefits; Assets;
Assumptions; Cost methods again
M/03030 1
Depok, 2016
Page 1 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
13 AKTUARIA 368 Ait p Aitken, William H. A Problem-solving Approach to Pension Funding
and Valuation, 2nd
Winsted: Actec
Publ.2000
Pension benefits; incresing cost individual cost methods; level cost
individual cost methods; aggregate cost methods; experience gains and
losses; changes and ancillary benefits; options and assets; pbservations;
M/06510 1
14 AKTUARIA 368 Atk i Atkinson, ME An Introduction to Actuarial Studies 2nd ed Edwar Elgar, 2011 valuation of financial transactions; demography; actuarial of contingent
payment
M/07599, M/07600,
M/07601
3
15 AKTUARIA 368 Bat l Batten, Robert W. Life contigencies a guide for the actuarial student,
2nd ed.
Winsted, CT: Actex,
1998
special mortality laws; derivatives; exercises; solutions Q/01332, M/05156 2
16 AKTUARIA 368 Bel u Bellis, Claire Understanding Actuarial Management : the
Actuatial Control Cyle 2nd ed
Actuaries Institute,
2012
Risk Management Frameworks by Ian Lauglin ; being professional; the role
of profesional body; regulatory role of the actuary; the need for financial
produc; the context of actuarial work; appliying risk management;
regulation; modeling; data and assuptions by stuart klugman; the need for
capital; valuing liabilities; pricing; assets; solvency; profit; responding to
experience; appliying the actuarial control cyce
M/07156, M/07157 2
17 AKTUARIA 368 Ber f Berin, Barnect N. The Fundamentals of pension mathematics New York: Society of
Actuaries, 1989
M/02912 1
18 AKTUARIA 368 Buh m Buhlmann, Hans Probability For Risk Management New York: Springer,
1996
M/05529, M/06175 1
Buku Tidak Ada
2
19 AKTUARIA 368 Cum i Cummins, J David Investment Activities of Life Insurance Companies Ontario: The
S.S.Huebner
Foundation, 1977
M/05615 1
20 AKTUARIA 368 Com Computational Actuaria Science with R CRC Press, 2015 R for actuarial science; importing and creating various object and datasets
in R; basic of the langunge; standard statistical inference; bayesian
philosopy; statistical learning; spatial analysis; reinsurerance and extermal
events; life insurance; propective life tables; prospective mortality table and
portfolio experience; survival analysis; stock prices and time series; yield
curves and interest rates models; portfolio allocation; genera insurance
pricing; longitudinal data dan experience rating; claims reserving and IBNR
M/07300, M/07301 2
21 AKTUARIA 368 Dar m Darmawi, Herman Manajemen risiko,first ed. Jakarta: Bumi Aksara,
1992
M/03041 1
22 AKTUARIA 368 Dor i Dorfman, Mark S. Introduction to risk management and insurance,
4th ed.
New York: Prentice-
Hall, 1991
M/03040 1
23 AKTUARIA 368 Fun McGill, Dan M. Fundamentals of private pensions,7th ed Philadelphia:
University of
Pennsylvania
press,1996
M/02998 1
24 AKTUARIA 368 Iva p Ivamy, E. R. Hardy Personal accident, life & other insurances London:
Buttherwoeths, 1973
M/03043 1
25 AKTUARIA 368 Jaw c Jaworsky, Piotr Copulae in Mathematical and Quantitative Finance
: procedings of the workshop held in Cracoe 2012
Springer, 2013 M/07800, M/07863 2
26 AKTUARIA 368 Jor s Jordan, Chester Wallace Society of Actuaries Textbook on life
contingencies, 2nd ed.
Canada: the society of
actuaries, 1967
[M/05614, M/02736] (1
koleksi disishkan
kegudang)
2
Page 2 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
27 AKTUARIA 368 Mod Kaas, Rob Modern actuarial risk theory Boston: Kluwer
Acdemic Press, 2001
utility theory and insurance; indivirual risk model; collective risk models; ruin
theory; premium principles; bonus molus systems; credibility theory;
generalized linear models; ibnr techniques; ordering of risks
Q/00816, Q/04021,
M/05134, M/05154,
M/04934
5
28 AKTUARIA 368 Mcg f McGill Fundamentals of Private Pensions 9th ed Oxfors Univ Press,
2010
M/07158, M/07159,
M/07216, M/07217
4
29 AKTUARIA 368 Nob Noback,Joseph C. Life insurance accounting a study of the financial
statements of life insurance companies in the
united states and canada
Canada: United
States, 1969
M/03042 1
30 AKTUARIA 368 Pem Tim tabel mortalita
Indonesia
Pembentukan tabel mortalita Jakarta: Dewan
Asuransi Indonesia,
1992
[M/02903, M/02919] 2
31 AKTUARIA 368 Pri Principles underlying actuarial science: exposure
draft october is 1999
Arlington: Casualy
Actuarial Society, 1999
M/03005, M/03002,
M/03003, M/03004,
M/03006
5
32 AKTUARIA 368 Win p Winklevoss, Howard E. Pension mathematics with numerical
illustration,2nd ed.
Philadelphia: Pension
Research Council,
1977
M/02902, M/02901 2
33 AKTUARIA 368.01 Bow a Bowers, Newton L. Actuarial mathematics,1st. ed Itosco, llionis The
Society of Actuaries,
1998
M/03389, M/03388,
M/06631
3
34 AKTUARIA 368.01 Bro a Browers, Newton L. Actuarial mathematics, 2nd ed Schaumburg: The
Society of Actuaries,
1997
economics of insurance; ondividual risk models for a schort term; survival
distributions and life tables; life insurance; lige annuities; benefit premiums;
benefit reserves; analysis of benefit reserves; multiple life functions;
multiple decrement models; applications of multiple decrement theory;
collective risk models for a single period; collective risk models over an
extended period; applications of risk theory; insurance models including
expenses; business and requlatory consideration; special annuities and
insurances; advanced multiple life theory; population theory; theory of
pension funding; interest as a random value;
Q/03996, M/04151,
M/05008, M/05009,
M/05079, M06511
6
35 AKTUARIA 368.01 Cho m Chorafas, Dimitries N Modeling Survival of Financial and Industrial
Enterprises
Palgrave, Mccmillian.
2002
Understanding the contribution of science and models ; elements of the
internal rating-based methods ; forechasting, reporting, evaluating and
exercising market dicipline ; models; facing the challenge of model risk
M/06696 1
36 AKTUARIA 368.01 Cox e Cox, Samuel H. Exercises for the society of actuaries textbook
Actuarial mathematics (course 150)
Champaign, llinois
Shpes Publishing,1995
M/01427 1
37 AKTUARIA 368.01 Cro a Crofts, Geoffrey Actex study manual for the course 140
examiantion of the society of actuaries
Actex publication,
1995
M/04261 1
38 AKTUARIA 368.01 Cun m Cunningham, Robin Models for Quantifying Risk 2nd ed Winsted: ACTEX
Publications, 2005
M/05478, M/05479,
M/05487, M/06661,
M/06661
5
Page 3 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
39 AKTUARIA 368.01 Cun m Cunningham, Robin Models for Quantifying Risk 3rd ed ACTEX, 2008 review of interest theory; review probability; models for survivsl contingent
risk; survival models (continous parametric context); the life table (discrete
tabular context); contingent payment models (insurance models); contingent
annuity models (life annuities); funding plans for contingent contracts
(annual premiums); contingnet contract reserves (benefit reserves); models
dependent on multiple survival (multi life models); mulltiple contigencies
with applications (multiple decrement models); models for non survival
contingent risk; claim severity models; models for aggregate payment;
process models
M/07056, M/07057,
M/07058, M/07059,
M/07064, M/07065,
M/07556, M/07557,
M/07558, M/07559,
M/07560
11
40 AKTUARIA 368.01 Cun m Cunningham, Robin Models for Quantifying Risk 5th ed ACTEX Pubs, 2012 review of interest theory; review probability; models for survivsl contingent
risk; survival models (continous parametric context); the life table (discrete
tabular context); contingent payment models (insurance models); contingent
annuity models (life annuities); funding plans for contingent contracts
(annual premiums); contingnet contract reserves (benefit reserves); models
dependent on multiple survival (multi life models); mulltiple contigencies
with applications (multiple decrement models); models for non survival
contingent risk; claim severity models; models for aggregate payment;
process models
M/07152, M/07153,
M/07227, M/07228,
M/07229
5
41 AKTUARIA 368.01 Dic i Dickson, David C Insurance Risk and Ruin: the international series
on actuaril science
New York: Cambridge,
2005
M/05612, M/06613 2
42 AKTUARIA 368.01 Dic i Dickson, David C Actuarial Mathematics for Life Contingent Risk Chambridge, 2009 Introduction to life insurance; survival models; life tables and selection;
insurance benefits; annuities; premium calculation; policy values; multiple
state models; pension mathematics; interest rate risk; emerging costs for
traditional life insurance; emerging costs for equiry linked insurance; option
pricing; embedded options; probability theory; numerical techniques;
simulation
M/07296. M/07297,
M/07361, M/07362
4
43 AKTUARIA 368.01 Gau a Gauger,Michael A Actex Study Manual Course 3,Exam 3
vol.II,2000ed.
America: ACTEX
publishing, 2000
M/05590 1
44 AKTUARIA 368.01 Gup i Gupta, AK An Introduction to Actuarial Mathematics :
mathematical modeling theory and applications
Springer, 2002 Financial Mathematics; mortality; life insurance and annuities;
premiums;reserves; odd numbers problems; compound interest tables;
illustrative mortality table
M/07308, M/07309 2
45 AKTUARIA 368.01 Klu l Klugman, Stuart A. Loss models from data to decisions New York: John Wiley
& Sons, 1998
introduction - a model based approach to actuarial science; loss
distributions - models for the amount of a single payment; frequency
distributions - models for the number of payments; aggregate loss models;
credibility theory; long term models;
Q/01493, M/01408,
M/06154
3
46 AKTUARIA 368.01 Klu l Klugman,Stuart A Loss Models : from data to decicions, 2nd ed. Canada: John & Wiley,
2004
M/05480, M/05481,
M/05484, M/06164
4
47 AKTUARIA 368.01 Klu l Klugman,Stuart A Loss Models : from data to decicions, 3rd ed. Canada: John & Wiley,
2010
M/06781, M/06782,
M/06783, M/06822,
M/06961, M/04952
6
Page 4 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
48 AKTUARIA 368.01 Klu l Klugman,Stuart A Loss Models : from data to decicions, 4th ed. Canada: John & Wiley,
2012
Modeling; random variables; basic distributional equantities; actuarial
models; characteristics of actuarial models; continous models; discrete
distributions; advanced discrete distributions; frequency and severity with
coverage modifications; aggegate loss models; construction of emperical
model; review of mathematical statistics; estimation for complete data;
estimation for modified data; parametric statistical methods; frequentist
estimation; frequentist estimation for discrete distributions; bayesian
estimation; model selection; credibility; introduction and limited fluctuation
credibility; greatest accuracy credibility; empirical bayes parameter
estimation; simulation; an inventory of continous distributions
M/07109, M/07110,
M/07142, M/07160,
M/07363, M/07364,
M/07365, M/07366,
M/07860
9
49 AKTUARIA 368.01 Klu l Klugman,Stuart A Loss Models : further topics Willey, 2013 Coxian and related distributions; mixed erlang distributions; extreme value
distributions; analytic and related methods for aggregate calim models;
computational methods for aggregate models; counting processes; discrete
calim count models; compound distributions with time dependent claim
amounts; copula models; continous time ruin models; interpolation and
smoothing; an inventory of continouse distributions; an inventory of discrete
disributions; discretization of the severity distribution; solution exercise
M/07320, M/07321 2
50 AKTUARIA 368.01 Lon a London, Dick Actex Study manual (course 2:examination of the
society of actuaries, exam 2:interest theory)
Actex Publishing, 2000 M/02911 1
51 AKTUARIA 368.01 McC p McCaulay, Philip Martin Pension Actuarial Mathematics 2014 Mortality rates and survival functions; the theory of interest; commuation
function and life annuity factors; unit credit (UC) cost methods; calculating
amortization and contribution; formulas for amortization periods
M/07359, M/07360 2
52 AKTUARIA 368.01 Mil c Milevsky, Moshe A The Calculus Retirement Income : financial
models for pension annuities and life insurance
Chambridge Univ.
Press, 2006
Modeling the human life cycle; models of human morality; valuation models
of deterministic interest; models of risk financial invesment; models of
pension life annuities; models of life insurance; models of DB vs DC
pensions; sustainable spending at retirement; longevity insurance revisited;
options within variable annuities; the utility of annuitization
M/06695 1
53 AKTUARIA 368.01 MOD Booth, F. Modern Actuarial Theory & Practice Chapman & Hall investment; life insurance; general insurance; pensions; actuarial models;
invesments and valuations; general pronciples of asset allocation; asset
allocation for institutional investors; selection of investment porfolios;
stochastic investment modeling and investment risk management;
fundamantal fearutes of long term insurance; non participating life
insurance; participating life insurance; requlating life insurance; life office
risks and risk management; actuarial role in the management of life office
risk; introduction to general insurance; general insurance accounts;
premium rating; reinsurance; reserving; pension scheme benefit; actuarial
basis; meeting the cost; actuarial investigation; actuarial models: an
introductions; time delay and the underwriting cycle; stochastic approach to
life insurance mathematics; pension funding models; and feedback; multiple
state models; and disability insurance
Q/00489 1
Page 5 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
54 AKTUARIA 368.01 Pro f Promislow, David Fundamentals of Actuarial Mathematics 2nd ed Willey, 2011 The deterministic model; life insurance, life table; life annuities; insurance
and annuity reserves; fractional durations; continouse payments' multiple
life contract; multiple decrement theory; the stochastics model;
simplification under level benefit contract; the minimum failure time; risk
theory; poisson process; ruin models; the martiangle approach to ruin
theory; credibility theory; recursion formulas distribution of the deficit at ruin;
multi state models
M/07304. M/07305 2
55 AKTUARIA 368.01 Sta Standar Praktik Aktuaria Dana Pensiun (SPA-DP) Jakarta: Komisi
standar praktik
aktuaria, 1998
M/05669 1
56 AKTUARIA 368.01 Yiu n Yiu Kuen Tze Nonlife Actuarial Models Theory, Methods and
Evaluation
Chambridge, 2009 claim frequency distribution; calim severity distribution; aggregate loss
models; risk measure; ruin theory; classical credibility; buhlmann credibility;
bayesian approach; empirical implementation of credibility; model
estimation and types of data; nonparametric model estimation; parametric
model estimation; model evaluation and selection; basic monte carlo
methoods; application of monte carlo methods
M/07202. M/072303 2
57 AKTUARIA 368.01 Hab a Haberman, S. Pitacco,
E.
Actuarial models for disability insurance New York: Chapman &
Hall/CRC, 1999
Multiple state models; Time-continuous approach;; Time-discrete approach;
Disability insurance; Transition intensities; Critical illness cover; Long-tern
care insurance; Actuarial models-AIDS; Indexing benefits-insurance
packages
Q/00490 1
58 AKTUARIA 368.016 Rot a Rotar, Vladimir I Actuarial Models : the mathematics of insurance
2nd ed
CRC Press, 2015 M/07372, M/07373,
M/07374, M/07679,
M/07680
5
59 AKTUARIA 368.32 Cip f Cipra, Tomas Financial and Insurance formulas New York: Springer,
2010
simple interest; financial formulas; compound interest; continuous interest;
classical analysis; interest rates; systems cash flows; annuities;
depreciation; financial instruments; derivative securities; rate of retrun;
financial risk; portfolio analysis; arbitrage theory; financial stochastic
analysis; insurance classification; actuarial
M/06459 1
60 AKTUARIA 368.37 Fut m Futami, Takashi Matematika asuransi jiwa bag.1 Japan: The Kyoei Life
Insurance, 1993
M/05286 1
61 AKTUARIA 368.4 And a Andrews, George H. Actuarial projections for the old-age,survivors and
disability insurance program te social security in
the united states of America
Itasca: Actuarial
Education & Reserach,
1987
M/03015 1
62 AKTUARIA 368.88 Bol c Bolviken, Erik Computation and Modeling in Insurance and
Fianance
Chambridge, 2014 tools for risk analyis; evaluating risk a primer; monte carlo II improving
technique; modelling I linear dependence; modelling II conditional and non
linear; historical estimation and error; general insurance; modeling claim
frequency; modeling claims size; solvency and pricing; liabilities over long
terms; life insurance and financial risk; life and state depedent insurance;
M/07306, M/07307 2
63 AKTUARIA 368.88 Emb m Embrechts, Paul Modelling extremal events for insurance and
finance
New York: Springer
Verlag, 1997
External Eventc-Modelling; Random Walk; TIme Series; Poisson
Processes; Insuranse-Mathematics; Mathematical Finance; Probability;
Statistics; Embreehts; Kluppelberg; Mikosch
Q/00514, M/06630 2
64 AKTUARIA 519.2 Mik e Mikosch, Thomas Elementary stochastic calculus with finance in view Singapore: World
Scientific, 1998
Stochastic integral; Stochastic differential equations; Stochastic calculus-
finance
Q/01247, Q/01246,
06217, 06612
4
65 AKTUARIA 519.2 Ste s Steele, Michael J. Stochastic calculus and financial applications New York: Springer,
2001
random walk and first step analysis; first martingale steps; brownian motion;
martingales: the next steps; richness of paths; ito integration; localization
and ito integral; ito formula; stochastic differential equations; arbitrage and
sdes; diffusion equation; representation theorems; girsanov theory;;
arbitrage and martingales; feynman kac connection
[Q/01411, Q/00951] 2
Page 6 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
66 AKTUARIA 519.23 Dup s Dupacova, Jitka Stochastic Modeling in economic and finance New York; Kluwer
Academic Publisher,
2002
money; capital; securities; financial; real investment; cash flows; interest;
financial market; financial institutions; financial systems; interest rate;
measures of cash flows; internal rate; futur vakue; retrun; risk
measurement; valution of securities;; matching; dedicated bond portfolio;
liabilities; inflation; markowitz mean; markowitz; basic of untility theory;
variance portfolio; pricing model; regression model; discrete time stochastic
decision models; multisage stochastic programs; dynamic programming;
BONDS model; martingales; integration; markov times; girsanov calculus;
quadratic variation
M/06361 1
67 AKTUARIA 519.23 Kle i Klebaner, Fima C. Introduction to stochastic calculus with
applications
Singapore: Imperial
College Press, 1998
Calculus; Probability theory; Basic stochastic processes; Brawnian motion
calculus; Stochastic differential equations; Diffusion precisses; Maetingales;
Calculus-semimartingales; Pure jump processes; Change-probability
measures; Applications-finance; Applications-biology; applications-
engineerings-physics
Q/03879, M/06189,
M/06190, M/06240 1
Buku Tidak Ada,
M/07765, M/07766
6
68 AKTUARIA 519.23 Lam i Lamberto, Damien Introduction to stochastic calculus applied to
finance,2nd ed.
Francis: Chapman &
Hall, 2008
M/05823 1
69 AKTUARIA 519.23 Lam i Lamberton, D. Introduction to stochastic calculus applied to
finance
London: Chapman &
Hall, 1996
Discrete-time models; Optimal stopping problem; American options;
Brownian motion; Stochastic differential equations; Black-scholes model;
Option pricing; Partial differential equations; Interest rate models; Asset
models-jumps; Algorithm-financoal models
Q/01248, M/05796,
M/06216
3
70 AKTUARIA 530.475 Kar b Karatzas, Ioannis Brownian motion and stochastic calculus, 2nd New York: Springer,
1991
martingales, stoping times, and filtrations; brownian motion; stochastic
integration; brownian motion and partial differential equations; stochastic
differential equations; p. levy's theory of brownian local time; karatzas
Q/00316, Q/01431 2
1 ALJABAR 003.54 Nie a Niederreiter, Harald Algebraic Geometry in Coding Theory and
Cryptography
New Jersey: Princeton,
2009
finite fields; function fields; algebraic; polynomials; algebraic varieties;
algebraic curves; elliptic curves; maps between curves; rational places; zera
functions; asymptotic results; applications to codng theory; algebraic-
geometry codes; asymptotic results; digital nets; cryptography; hyperelliptic;
curve cryptosystems; niederreiter, harald; chaoping xing
M/06447 1
2 ALJABAR 003.54 Ver e Vermani, L.R. Elements of algebraic coding theory London Chapman &
Hall 1996
Group codes; Polynomial codes; Hamming codes; Finite fields; BCH codes;
Linear codes; Cyclic codes; Fractorization-polynomials; Quadratic residue
code; Maximum distance separable codes; Automorphism group;
Hadamard matrices
Q/00296, Q/00297 2
3 ALJABAR 511 Ash p Ash, Robert B. A primer of abstract mathematics Washington: MAA,
1998
logic and foundations; counting; elelmentary number theory; some highly
informal set theory; linear algebra; theory of linear operators
Q/01032, Q/01821,
Q/01820
3
4 ALJABAR 511 Hum i Hummel, Kenneth E. Introductory concepts for abstract mathematics New York: Chapman &
Hall, 2000
logic and proof; sets; functions and relations; algebraic and order properties
of number systems; transfinite cardinal numbers; axiom of choice and
ordinal numbers
Q/00971, Q/00997 2
5 ALJABAR 511.3 Dal l Dalen, Dick Van Logic and structure, 3rd ed Berlin: Spinger Verlag,
1994
Propositional Logic; Predicate Logic; Completencess and Applications;
Second Order Logic; Intuitionistic Logic; Normalisation; Dalen
Q/01888, Q/04053 2
Page 7 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
6 ALJABAR 511.3 Eps c Epstein, Richard L Computability computable functions, logic, and the
foundations of mathematics
California: Wadsworth
& Brooks, 1989
Paradoxes; what do the Paradexes mean; Whole numbers; Functions;
Profs; Infinite collections; Hilbert the infinite; Computability; Turing
machines; Most amazing fact church thesis; Primitive recursive functions;
Grzegorzyk hierarchy; Multiple recursion; Least search operator; partial
recursive functions; Numbering the partial recursive functions; Listability;
Turing machine computable; Logic; Arithmetics; Propositional logic; First-
order logic; First-order arithmetic; Functions representable in formal
arithmetic; Unprovability of consistency; Church's thesis; Constructive view
of mathematics
Q/01883 1
7 ALJABAR 511.3 Fis m Fisk, Milton A Modern formal logic New Jersey: Prentice-
Hall.Inc., 1964
M/03112 1
8 ALJABAR 511.3 Hal l Halmos, Paul Logic as algebra Washington: MAA,
1998
what is logic; propositional calculus; boolean algebra; boolean universal
algebra; logic via algebra; lattices and infinite operations; monadic predicate
calculus
Q/01877, Q/01035,
Q/01876
3
9 ALJABAR 511.3 Kei m Keisler, Jerome H Mathematical Logic and Computability MccGraw Hill, 1996 M/07984, M/07985 2
10 ALJABAR 511.3 Kel e Kelly, Jhon J. The Essence of logic London: Prentice-Hall,
1997
Truth tables; Semantics tableux; Natural deduction; axiomatic propositional
Logic; Resolutions in propositional logic; introduction to predicate logic;
axiomatic approach to predicate logic; semantic tabeaux in predicate logic;
resolution in predicate logic
Q/01907, Q/04082 2
11 ALJABAR 511.3 Lan i Langer, Susane K. An Introduction to symbolic logic New York: Dover
Publications Inc., 1960
[M/03113, M/03114] 2
12 ALJABAR 511.3 Lea f Leary, Christopher C. A Friendly introduction to mathematical logic Upper Saddle River,
NJ: Prentice-Hall, 2000
Structures and languages; Deductions; Completeness and compactness;
Incompleteness-groundwork; incompleteness theorems
Q/01872, Q/01873 2
13 ALJABAR 511.3 Lew s2-2 Lewis, C.I. A survey od symbolic logic The classic algebra of
logic
New York Dover
Education Publ.Inc
1960
M/03118, M/03119 2
14 ALJABAR 511.3 Men i Mendelson, Elliott Introduction to Mathematical logic, 4th London:
Chapman&Hall, 1997
Propositional calculus; Quantification theory; Formal number theory;
Axiomatic set theory; Computability
Q/01866 1
15 ALJABAR 511.3 Men i Mendelson, Elliott Introduction to Mathematical logic 6th ed CRC Press, 2015 M/08005, M/08006,
M/08007
3
16 ALJABAR 511.3 Ros l Rosser, J. Barkley Logic for mathematics New York: McGraw-Hill
Book Com.Inc., 1953
M/03148 1
17 ALJABAR 511.3 Rot j Rotman, Joseph J. A Journey into mathematics an introduction to
proofs
Upper Saddle River,
NJ: Prentice-Hall, 1998
Setting out; Things pythagorean; Cirles; Polynomials; Logic Q/00653, Q/02333,
Q/04682
3
18 ALJABAR 511.3 Sta n Standley, Gerrald B New methods in simbolic logic Boston: Hanghton
Mifflin Company, 1971
[M/03150, M/03149] 2
19 ALJABAR 511.322 Sig e Sigler, L.E. Exercise in set theory New Jersey : D. Van
Nostrand Com.Inc.,
1966
M/03164 1
Page 8 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
20 ALJABAR 512 Bea a Beaumont, Ross A. The Algebraic foundations of mathematics Massachusetts:
Addison Wesley.Inc,
1963
M/03426, M/03425 2
21 ALJABAR 512 Bew g Bewersdorff, Jorg Galois Theory for Beginners : a historical
perspective
American
Mathematical Society,
2006
M/06862 1
22 ALJABAR 512 Cho u Chon, P.M. Universal algebra New York: Harper &
Row, 1965
M/03429 1
23 ALJABAR 512 Don f Donaghey, Robert Fundamentals of algebra An Integrated text-
workbook
New York: Harcourt
Brace Jovanovich,Inc.,
1979
M/03424 1
24 ALJABAR 512 Exe edited: Alexei I. Kostrikin Exercises in algebra a collection of exercises in
algebra, linear algebra and geometry
Australia: Gordon and
Breach, 1996
Sets-Maps; Determinants; Matrices; Complex Numbers; Polynomials;
Arithmetics Spaces-Linear Equations; Determinants; Matrices; Complex
Numbers; Polinomials; Linear Algebra-Geometry; Vector Spaces; Bilinear-
Quadratic Finctions; Linear Operators; Metric Vector Spaces; Tensors;
Affine, Eucliden, Projective Geometry; Basic Algebraic Structures; Groups;
Rings; Elements-Representation Theory; Theoretical Material
Q/04063 1
25 ALJABAR 512 Her t Herstein, I.N. Topics in algebra, 2nd ed New York: John Wiley
& Sons, 1975
Group Theory; Ring Theory; Vector Spaces and Modules; Fields; Linear
Transpormations; Selected Topics
Q/01455, Q/01947,
Q/01946, Q/03934,
M/03427, M/03839,
M/03428, M/05052,
M/04907, M/04829,
M/03411, M/05786,
M/06529, M/06640,
M/06640
15
26 ALJABAR 512 Hun a Hungerford, Thomas W. Algebra New York: Springer-
Verlag, 1980
Groups; Algebra; Hungerford; Structure-Groups; Rings; Modules; Fields-
Galois Theory; Structure-Fields; Linear Algebra; Commutative Rings-
Modules; Structure-Rings; Categories
Q/04069, M/05315,
M/06204, M/06205,
M/06204, M/07554
6
27 ALJABAR 512 Jac b Jacobson, Nathan Basic algebra I San Francisco: W.H.
Freeman & Com.,
1974
M/03410 1
28 ALJABAR 512 Jac e Jacobson, N. Exceptional lie algebras (lecture notes in pure and
applied mathematics)
New York: Marcel
Dekker, 1971
Jordan algebra of summetric billinear; Cayley algebras; Exceptional lie
algebras; Roots; Lie algebras; Calculation of killing forms; Models-real
forms
Q/01458 Tidak Ada 1
29 ALJABAR 512 Kor m Korevaar, Jacob Mathematical methods vol.1 Linear
algebra,normed spaces,distributions,integration
New York: Academic
Press, 1968
M/03409 1
30 ALJABAR 512 Kur h Kurosh, A. Higher algebra A. Kurosh Moscow: MIR
Publishers, 1972
M/03406 1
31 ALJABAR 512 Lan a Lang, Serge Algebra, 3rd ed. (Graduate texts in matheamtics) New York: Springer,
2002
groups; rings; modules; polynomials; algebraic extensions; galois theory;
extension rings; transcendental extensions; algebraic spaces; noetherian
rings and modules; real fields; absolute values; matrices and linear maps;
representation of on endomorphism; structure of bilinear forms; tensor
product; semisimplicity; representations of finite groups; alternating product;
general homology theory; finite free resolutions
Q/04148, Q/01048,
Q/01945
3
Page 9 of 325
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32 ALJABAR 512 Lan a Lang, Serge Algebra Serge Lang Massachusetts:
Addison Wesley Publ.,
1965
M/03407, M/03404,
M/03405, M/03416,
M/03417, M/03403 (4
Koleksi disisihkan
ke gudang)
6
33 ALJABAR 512 Lew i Lewis, Donald J. Introduction to algebra New York: Harper &
Row, 1965
M/03414 1
34 ALJABAR 512 Mac a Maclane, Sounders Algebra New York: John Wiley
& Sons, 1967
[M/03421, M/03422,
M/03412]
3
35 ALJABAR 512 Mat edited: Ron Hampton Mathematics in action: algebraic, graphical, and
trigonometric problem solving the consortium for
foundation mathematics
Boston: Addison-
Wesley, 2001
FUNCTION SENSE; modeling with functions; linear functions; systems of
linear equations and absolute value functions; probability functions and
statistical reasoning; THE ALGEBRA OF FUNCTIONS; addition,
subtraction, and multiplication of functions; composition and inverse of
functions; EXPONENTIAL AND LOGARITHMIC FUNCTIONS; exponential
functions; logarithmic functions; QUADRATIC AND HIGHER_ORDER
POLYNOMIAL FUNCTIONS; problem solving using quadratic functions;
curving fitting and higher-order polynomial functions; RATIONAL AND
RADICAL FUNCTIONS; rational functions; radical functions and equations;
INTRODUCTION TO THE TRIGONOMETRIC FUNCTIONS; introducing the
sine, cosine and tangent functions; why are the trigonometric functions
called circular?;
Q/01948 1
36 ALJABAR 512 Met m edited: Gene Abrams Methods in module theory New York: Marcel
Dekker, 1993
Butler groups; Representation of finite posets and Modules over multiple
pullback rings; left Almost serial rings and Cartan determinant; tilting and
the cartan determinant; cotilting theorem for rings; Direct sums and
subdirect products; examples of reflexive modules; uniserial Abelian
groups; category equivalences induced by hom and Tensor functors; note
on proper classes of Exact sequences; bimodules over pt rings; Genus
class groups; Block matrix rings; Structure of serial rings; Linearly ordered;
gradability of Algebras; cjamge pf rings for finitistic dimension; modules
approximated by projectives
Q/02054 1
37 ALJABAR 512 Nan t Nanda, Sudarsan Topic in algebra New Delhi: McGraw-
Hill, 1989
M/03413 1
38 ALJABAR 512 Per i Perlis,Sam Introduction to algebra London: Balisdell
Publishing, 1966
M/04970 1
39 ALJABAR 512 Rei i Reilly, Norman R Introduction to applied algebraic systems New York; Oxford
university press, 2009
modular arithmetic; prime numbers; relations; divisibility; bar codes; key
cryptosystems; rings; fields; basic properties; polynomials; vector spaces;
error correcting code; groups; matrix groups; permutation groups; K-
colorings; stabilizer theorem; homomorphisms; finite abelian groups; rings;
parameters; elliptic; nine point theorem
M/06369 1
40 ALJABAR 512 Sch a Scherk, John Algebra: a computational introduction New York: Chapman &
Hall, 2000
congruences; permutations; permutation groups; linear groups; groups;
subgroup; symmetry groups; groups actions; counting formulas; cosets;
sylow subgroups; simple groups; abelian groups; polynomial rings;
symmetric polynomials; roots of equations; galois groups; quartics; general
equatins of the degree; solution by radicals; ruler and compass
constructions
Q/00961, Q/00891,
Q/01020
3
Page 10 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
41 ALJABAR 512 Slo a Sloyer, Clifford W. Algebra and it's applications A problem solving
approach
Massachusetts:
Addison Wesley
Publ.Co., 1970
M/03438, M/03439 2
42 ALJABAR 512 Smi p Smith, Jonathan D. H. Post-Modern Algebra New York: John Wiley
& Sons, 1999
modern and post modern algebra; algebra: the central discipline of
mathematics; set with structure and sets without structure; semigroups and
monoids; monoid actions; groups and quasigroups; symmetry; general
algebra and linear algebra; vector spaces and modules; posets, monoids
and categories; limits and lattices; adjoint functiors; set with operations;
variaties; algebraic theories; monads
Q/01192, Q/01085 2
43 ALJABAR 512 Tom i Tomber, Marvin L. Introduction to contemporary algebra New Jersey: Prentice-
Hall, 1967
M/03437 1
44 ALJABAR 512 Wae a Waerden, B.L. van der Algebra I Berlin: Springer, 1955 M/04878 1
45 ALJABAR 512 Wil a Wilkinson, J.H. The algebraic eigenvalue problem Oxford: Clarendon
University Press, 1965
M/02655 1
46 ALJABAR 512.001 Bro i Brooks, David R. An Introduction to maple for college algebra Boston: Thomson
Publishing, 1997
arithmetic and polynomial functions; polynomial equations and inequalities;
straegles for problems solving; rational functions; miscellaneous functions;
exponential functions; combinatorics and probability; conic sections;
systems of equations; sequences, series, and the mathematics of finance
Q/01452 1
47 ALJABAR 512.02 And m Anderson, Tim Modern algebra an introduction Columbus: Charles &
Merrill Publ. Comp.,
1974
M/03436 1
48 ALJABAR 512.02 Ayr t Ayres, Frank Schaum's outline of theory and problem of modern
algebra
New York: McGraw-Hill
Book Company, 1965
[M/03435, M/03432,
M/03433, M/03434,
M/03430, M/03431] (3
Koleksi disisihkan ke
gudang)
6
49 ALJABAR 512.02 Bha b Bhattacharya, P.B. Basic abstract algebra, 2nd Cambridge,MA:
Cambridge University
Press, 1995
sets and mappings; integers, real numbers, and complex numbers;
matrices and determinants; groups; normal subgroups; normal series;
structure theorems of groups; rings; ideals and homomorphisms; unique
factorization domains and euclidean; rings of fractions; integers; modules
and vector spaces; algebraic extensions of fields; normal and separable
extensions; galois theory; applications of galois theory to classical
problems; noetherian and artinian modules and rings; smith normal form
over; fintely general modules; tensor products
Q/01451, Q/04136,
M/05740, M/05745
4
50 ALJABAR 512.02 Bir m Birkhoff, Garret Modern applied algebra New York: McGraw-Hill
Book Company, 1970
M/03457 1
51 ALJABAR 512.02 Bud m Budok, B.M. Multiple integrals, field theory and series an
advanced course in higher mathematics
Moscow: MIR
Publishers, 1973
M/03455 1
52 ALJABAR 512.02 Cha a Chaudhuri, N.P. Abstract algebra New Delhi: McGraw-
Hill [s.a]
M/03834 1
53 ALJABAR 512.02 Cop i Copes, Lawrence E. Investigating algebra a novel approach to abstract
algebra, preliminary edition
Reading Mass.
Addison Wesley, 1998
what is algebra; solving the cubic; pouring problem; doubling th ecube;
sums of powers; solving the cubic; pouring problems; sums of powers;
doubling the cube; solving the cubic; getting to know the problems;
extending number domains; solving equations; structural thingking;
abstracting the original problems
Q/00660 1
54 ALJABAR 512.02 Dea e Dean, Richard A. Elements of abstract algebra New York: John Wiley
& Sons, 1966
M/03453, M/03454 2
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
55 ALJABAR 512.02 Des a Deskins, W.E. Abstract algebra New York: The
MacMillan Company,
1964
M/03452 1
56 ALJABAR 512.02 Dol a Dolciani, Mary P. Algebra structure and method, book I Boston: Houghton
Mifflin Company, 1986
M/03456 1
57 ALJABAR 512.02 Fan s Fang, J. Schaum's outline of theory and problem of abstract
algebra
New York: Schaum
Publishing Co., 1963
M/03451 1
58 ALJABAR 512.02 Fra f Fraleigh, Jhon B. A First course in abstract algebra, 5th Massachusetts:
Addison-Wesley, 1989
groups and subgroups; more groups and cosets; homomorphisms and
factor groups; advanced group theory; introduction to rings and fields; factor
rings and ideals; factorization; extension fields; automorphism and galois
theory
Q/00720 Tidak Ada 1
59 ALJABAR 512.02 Fra f Fraleigh, Jhon B. A First course in abstract algebra,3rd ed Massachusetts:
Addison-Wesley, 1982
M/03836 1
60 ALJABAR 512.02 Fra f Fraleigh, John B. A First course in abstract algebra, 4th ed. Reading,
Massachusestts:
Addison-Wesley Publ.,
1989
M/05327 1
61 ALJABAR 512.02 Gal c Gallian, Joseph A. Contemporary Abstract Algebra, 2th ed New York: John Wiley
& Sons, 1996
M/06488 1
62 ALJABAR 512.02 Gal c Gallian, Joseph A. Contemporary Abstract Algebra, 6th ed Houghton Miffin
Company, 2006
M/06857 1
63 ALJABAR 512.02 Gal c Gallian, Joseph A. Contemporary Abstract Algebra, 7th ed New York: John Wiley
& Sons, 1996
M/06493,M/06492,
M/06565, M/06564,
M/06558, M/06493,
M/06492
7
64 ALJABAR 512.02 Gal c Gallian, Joseph A. Contemporary Abstract Algebra, 8th ed Brooks Cole, 2013 groups, finite groups; cyclic groups; permutation groups; isomorphisms;
cosets and lagranges theorem; external direct product; normal subgroups
and factor grous; group homomorphisms; abelian groups; rings; integral
domains; factor rings; polynomial rings; divisibility inintegral domains vector
spaces; extention fields; algebraic extention; finite fields; geometric
constructions; sylow theorems; symmetry groups; frieze groups and
crytallographic groups; cayley diagraphs; algebraic coding theory; galois
theory; cyclotomic extentions
M/06900, M/06901,
M/06955, M/06984,
M/06985, M/07253,
M/07254, M/07500,
M/07501, M/07502,
M/07503, M/07504,
M/07505, M/07506,
M/07509, M/07510
16
65 ALJABAR 512.02 Gal c Gallian, Joseph A. Contemporary Abstract Algebra, 9th ed Cengage Learning,
2017
groups, finite groups; cyclic groups; permutation groups; isomorphisms;
cosets and lagranges theorem; external direct product; normal subgroups
and factor grous; group homomorphisms; abelian groups; rings; integral
domains; factor rings; polynomial rings; divisibility inintegral domains vector
spaces; extention fields; algebraic extention; finite fields; geometric
constructions; sylow theorems; symmetry groups; frieze groups and
crytallographic groups; cayley diagraphs; algebraic coding theory; galois
theory; cyclotomic extentions
M/08050, M/08100,
M/08101, M/08142
4
66 ALJABAR 512.02 Gil e Gilbert, Jimmie Elements of Modern Algebra, 4th ed. Boston: PWS publis.,
1995
M/05289 Tidak Ada 1
Page 12 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
67 ALJABAR 512.02 Gil e Gilbert, Linda Elements of Modern Algebra, 7th ed. Brookc Cole, 2009 M/07136, M/07137 2
68 ALJABAR 512.02 Gri a Grillet, Pierre Antoine Abstract Algebra, 2nd ed. (graduate texts in
mathematics)
New York: Springer,
2007
groups; homomorphisms; isomorphism theorems; structure of groups;
rings; polynomials; galois theory; commutative rings; modules; semisimple
rings; projectives; injectives; universal algebra; lattices; Grillet, Pierre
Antoine
M/06457, M/06709 2
69 ALJABAR 512.02 Her a Herstein, I.N. Abstract Algebra 3rd ed M/05521, M/04034,
M/06572, M/03833,
M/08912, M/05164,
M/04135, M/06580,
M/06433, M/04176,
M/06177, M/04908,
M/04991, M/07237,
M/07811, M/07812,
M/07813, M/07814,
M/07815, M/07816,
M/07830, M/07831,
M/07832, M/08103
24
70 ALJABAR 512.02 Hya m Hyatt, Herman R. Modern intermediate algebra Glenview Scott :
Foresman &
Company, 1972
M/03450 1
71 ALJABAR 512.02 Jac l Jacobson, Nathan Lectures in abstract algebra, vol. I : basic consepts New Haven, 1951 M/03448 1
72 ALJABAR 512.02 Jac l Jacobson, Nathan Lectures in abstract algebra, Lecture in abstract
algebra, Vol. III : theory of fields & galois theory
New York: Van
Nostrand Company,
1964
M/03449 1
73 ALJABAR 512.02 Lid a Lidl, Rudolf Applied abstract algebra, 2nd New York: Springer,
1998
Applied Abstract Algebra; Lidl; Pilz; Lattices; Applications of Lattices; Finite
Fields and Polynomials; Coding Theory; Cryptology; Application of Groups;
Futher Applications of Algebra
Q/01943, Q/01941,
Q/01942, Q/04141
4
74 ALJABAR 512.02 Mcc i McCoy, Neal H. Introduction to modern algebra Boston: Allyn & Bacon,
1960
M/03447 1
75 ALJABAR 512.02 Mcc i McCoy, Neal H. Introduction to modern algebra, rev. ed. Boston: Allyn and
Bacon, 1968
M/03446 1
76 ALJABAR 512.02 Nar t Narayan, Shanti A Text book of modern abstract algerba, 5th rev
ed.
Ram Nagar, New
Delhi: S.Chand &
COmpany, 1979
M/03460 1
77 ALJABAR 512.02 Pal f Paley, Hiram A First course in abstract algebra New york: Holt,
Rinehart & Winsten,
1966
M/03418 1
78 ALJABAR 512.02 Rai m Raisinghania, M.D. Modern algebra New Delhi : S. Chand
& Company Ltd., 1980
M/03459 Tidak Ada 1
79 ALJABAR 512.02 Rot a Rotman, Joseph J. Advanced Modern Algebra Upper Saddle River,
NJ: Prentice-Hall, 2002
things past; groups; commutative rings; fields; groups; commutative rings;
modules and categories; algebras; advanced linear algebra; homology;
commutative rings
Q/01175, Q/01170,
Q/00773
3
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
80 ALJABAR 512.02 Rot f Rotman, Joseph J. A First course in abstract algebra, 2nd Upper Saddle River,
NJ: Prentice-Hall, 2000
number theory; groups; commutative rings; goodies; groupsII; commutative
rings II
Q/01814, Q/03973,
Q/01491
3
81 ALJABAR 512.02 Sah a Sah, Chih-han Abstract algebra New York: Academic
Press, 1967
M/03245 1
82 ALJABAR 512.02 Sch c Schumacher, Carol Chapter zero fundamental nations of abstract
mathematics
Massachusetts:
Addison Wesley, 1996
Chapter Zero; Logic; sets; Relations and Orderings; Functions; Induction;
Elementary Number Theory; Cardinality; Real Numbers; Axiomatic Set
Theory; Constructing IR; Schumacher
Q/02131 1
83 ALJABAR 512.02 Smi i Smith, Jonathan D Introduction to Abstract Algebra 2nd ed Willey, 2016 M/08035, M/08112 2
84 ALJABAR 512.02 Soe a Soehakso, R.M.T. Aljabar abstrak (ring,idea dan field) Yogyakarta: FIPIA,
UGM, 1976
M/03423 Tidak Ada 1
85 ALJABAR 512.02 Stu editor: Albert, A.A Studies in modern algebra vol.2 New York; The
Mathematical
Association, 1963
M/03239 1
86 ALJABAR 512.02 Suk m Sukirman, M.P. Materi pokok aljabar abstrak PMAT 4434
SKS/modul 1-6
Jakarta: Karunika
Universitas Terbuka,
1986
M/05379, M/03841 2
87 ALJABAR 512.02 Suk m Sukirman, M.P. Materi pokok aljabar abstrak PMAT 4434
SKS/modul 4-6
Jakarta: Karunika
Universitas Terbuka,
1986
M/03841 1
88 ALJABAR 512.02 Sze e Sze, Tsen Hu Elements of modern algebra San Francisco: Holden
Day Inc., 1965
M/03240 1
89 ALJABAR 512.02 Van m Vance, Elbridge P. Modern college algebra Massachusetts:
Addison-Wesley, 1962
M/03242, M/03241 2
90 ALJABAR 512.02 Ver t Verma R.V. A Text book in modern algebra, 1st ed. New Delhi S: Chand &
Company, 1978
M/03244 1
91 ALJABAR 512.02 War m Warner, Seth Modern algebra vol.2 New Jersey: Prentice-
Hall, 1965
M/03246 1
92 ALJABAR 512.02 War m Warner, Seth Modern algebra vol.1 New Jersey: Prentice-
Hal,l 1965
M/03247 1
93 ALJABAR 512.02 Wei i Weiner, Louis M. Introduction to modern algebra New York: Harcourt,
Brace & World, 1970
M/03248 1
94 ALJABAR 512.02 Wic f Wickless, W.J A first graduate course in abstract algebra Marcel Dekker, 2004 Moduls, vector spaces, fields and golois theory, topics in noncommutative
rings, group extentions, topics in abalian groups
M/06477 1
95 ALJABAR 512.020 Kli a Klima, Richard E. Applications of abstract algebra with MAPLE Boca Raton: CRC
Press, 2000
preliminary mathematics; block designs; error correcting codes; bch codes;
reed solomon codes; algebraic cryptography; rsa cryptosystems; elliptic
curve cryptography; polya theory;basic maple tutorial
Q/01939, Q/00972,
Q/00973, Q/00975,
Q/01454, Q/01938
6
Page 14 of 325
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96 ALJABAR 512.020.285 Hib e Hibbard, Allen C. Exploring abstract algebra with mathematica New York: Springer,
1999
using symmetry to uncover a group; determining the symmetry group of a
given figure; this a group; let;s get these orders straight; subversively
grouping our elements; cycling through the groups; permutations;
isomorphisms; automorphisms; direct products; cosets; normality and factor
groups; group homomorphisms; rotational group of regular polyhedra;
introduction to rings and ringoids; introduction to rings; ideal part of rings;
ring homorphisms; polynomial rings; factoring and ireducibility; roots of
unity; cyclotomic polynomials; quotient rings of polynomials; quadratic field
extension; factoring; finite fields; introduction to abstract algebra; groupoids;
ringoids; morphoids; additional functionality
Q/01940, Q/01453 2
97 ALJABAR 512.13 Kee a Keedy, Mervin L. Algebra and trigonometry teachers examination
guide
California: Addison
Wesley, 1986
M/04852 1
98 ALJABAR 512.14 Rei u Reid, Miles Undergraduate algebraic geometry New York: Cambridge,
1988
playing with plane curves; category of afine varieties;; plane conics; cubics
and the groups law; curves and their geneus; affine varieties and the
nullstellensatz; functions on varieties; projective varieties and birational
equivalence; tangent space and nonsingularity, dimension; final comments
Q/04070 1
99 ALJABAR 512.14 Sur t Suryadi Teori dan soal pendahuluan aljabar linear dan ilmu
analitik
Jakarta: Universitas
Indonesia, 1979
M/03250 1
100 ALJABAR 512.2 Asc f Aschbacher, Michael Finite group theory Cambridge:
Cambridge University
Press, 1986
Finite Group Theory; Aschbacher; Preliminary Results; Permutation
Representation; Representations of Groups; Iinear Representation;
Permutation Groups; Extentions of Groups and moduls; Spaces with
Forms; P-Groups; change of lield of a Linear Representaion; Presentations
of Groups; Generalized Fitting Subgroup; Linear Representaion of Finite
Groups; Transfer and Fusion; Geometry of Groups of lie type; Signalizer
Functors; Finite Simple Groups
Q/02122 1
101 ALJABAR 512.2 Bau t Baumslag, Benjamin Schaum's outline of theory and problems of group
theory
New York: McGraw-Hill
Book Com., 1968
M/03255, M/03254,
M/03253, M/03252,
M/03256
5
102 ALJABAR 512.2 Bel a Belleni-Morante, A. Applied nonlinear semigroups Chichester: John Wiley
& Sons, 1998
Spaces and Operators; Linear Semigroups; Semilinear Problems;
Dissipative Operators; Nonlinear Semigroups; Applications; Belleni;
McBride
Q/02127 1
103 ALJABAR 512.2 Bra t Braver, Richard Theory of finite groups a simposium New York: Benjamin,
1989
M/03251 Tidak Ada 1
104 ALJABAR 512.2 Cur r Curtis, Charles W. Representation theory of finite groups and
associative algebra
New York: Interscience
Publ., 1962
M/03257 1
105 ALJABAR 512.2 Ear g Earl, Boyd Groups and fields A Programmed unit in modern
mathematics
New York: McGraw-Hill
Book Com., 1962
M/03263 1
106 ALJABAR 512.2 Fei c Feit, Walter Characters of finite groups New York: W.A.
Benjamin, 1967
M/03259 1
107 ALJABAR 512.2 Fre a Freyd, Peter Abelian categories: an introduction to the theory of
functions
New York: Harper &
Row, 1964
M/03258 1
108 ALJABAR 512.2 Gri i Griffith, Phillip A. Infinite abelian group theory London: University of
Chicago Press Ltd,
1970
M/03260 1
109 ALJABAR 512.2 Hal t Hall, Marshal The theory of groups New York: The
MacMillan Com., 1959
M/03264 1
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110 ALJABAR 512.2 Hil g Hill IV, Victor E. Groups and Characters Boca Raton: Chapman
& Hall, 2000
groups and subgroups; point groups and cosets; homomorphisms and
normal subgroups; isomorphism and automophisms; factor groups; sylow
subgroups; pormulation groups; matrix groups; group representations;
regular representations; irreducible representations; representations of
abelian groups; group characters; orthogonality relations and character
tables; reducible characters; burnside counting theorem; real characters;
induced characters; space groups and semidirect products; proofs of the
sylow theorems
Q/00984 1
111 ALJABAR 512.2 Isa c Isaacs, I. Martin Character theory of finite groups New York: Academic
Press, 1976
M/03261 1
112 ALJABAR 512.2 Keg l Kegel, D.H. Locally finite groups Amsterdam: North-
Holland Publ.Com.,
1973
M/03262 1
113 ALJABAR 512 Kuk g Kuku, A.O. Group representation and its applications France:
CIMIPA/ICRAM, 1985
M/03408 1
114 ALJABAR 512.2 Mac t Macdonald, Ian D. The theory groups Oxford: The Clarendon
Press, 1968
M/03265 1
115 ALJABAR 512.2 Men t Mendelson, Elliot Schaum's outline series of theory and problem of
boolean algebra and switching circuits ries) Elliot
Mendelson
New York: McGraw-Hill
Book Com., 1970
M/03266 1
116 ALJABAR 512.2 Nor i Northcott, D.G. An Introduction to homological algebra London: Cambridge
University Press, 1960
M/03267, M/05338 2
117 ALJABAR 512,2 Smi t Smith, Geoff Topics in Group Theory Springer, 2002 M/07837, M/07838,
M/08042
3
118 ALJABAR 512.2 Par l parker, Ellen Maycock Laboratory experiences in group theory a manual
to be used with exploring small groups
Washington: MAA,
1996
and geometry; cayley tables; cyclic groups and cyclic cubgroups; subgroups
and subgroup lattices; center and commutator subgroups; quotient groups;
direct products; unitary groups; composition series; introduction to
endomorphisms; inner automorphisms of a group; kernel of an
endomorphism; class equations; conjugate subgroups; sylow theorems
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119 ALJABAR 512.2 Pas p Passman, Donald Permutation groups New York: W.A.
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120 ALJABAR 512.2 Rot t Rotman, Joseph J. The theory of groups An Introduction Boston Allyn and
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121 ALJABAR 512.2 Sei c Seibt, Peter Cyclic Homology of Algebra Singapore: World
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122 ALJABAR 512.2 Soe p Soehakso, R.M.T.J. Pengantar teori group Yogyakarta: FIPIA-
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123 ALJABAR 512.2 Wal g Wallace, D.A.R. Groups, rings and fields London: Springer
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124 ALJABAR 512.2 Wie f Wielandt, Helmut Finite permutation group New York: Academic
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125 ALJABAR 512.24 Ada i Adams, William W. An Introduction to grobner bases New York: John Wiley
& Sons, 1994
Algebra; Adams; Kirby; Loustaunau; Basic Theory of Grobner Bases;
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over Rings
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126 ALJABAR 512.24 Aik a Aiken, Daymond J. Algebra its big ideas and basic skills book 1 New York: McGraw-Hill
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127 ALJABAR 512.24 Fro i Froberg, Ralf An Introduction to grobner bases New York: John Wiley
& Sons, 1997
Grobner Bases; Froberg; Rings, Fields, Ideals; Monomial Ideals; Grobner
Bases; Algebraic Sets; Primary Decomposition-Ideals; Solving Systems-
Polynomial Equations; Applications-Grobner Bases; Homogeneou
Algebras; Projective Varieties; Associated Graded Ring; Hilbert Series;
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128 ALJABAR 512.24 Non edited, Roberto
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alternative algebras; invariant connection on Symmetric spaces; eideals in
bernstein algebras; Octonions and affine connections on spheres;
immediate applications of a new classification of Finite dimensional simple
lie algebras; approach to integrable theories in any dimension: role of Non-
semisimple lie algebras; versal deformations of Lie algebras; derivations in
second order Bernstein algebras; algebraic structure of the Non-abelian
toda models; Alternative rings of small order; construction of Jordan-lie;
Rings; bernstein superalgebras of dimension four; Banach-bernstein
algebras; jordan superalgebras; derivations of structurable h - algebras; Lie
mappings-algebras; Heisenberg algebra; Generalized quadratic rings; lie
groups, differential geometry, and nonlinear integrable systems; Nonlinear
integrable systems; algebraic structure of Transsymmetric spaces;
speciality problem for malcev Poisson malcev algebras; applications of lie
ring methods to Group theory
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129 ALJABAR 512.24 Pas i Passman, Donald Infinite groups rings New York: Marcel
Dekker, 1971
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130 ALJABAR 512.3 Art g Artin, Emil Galois Theory New York: Dover,
1998
galois theory; Linear algebra; fields; vector spaces; homogeneous linear
equations; dependence and independence of vectors; non homogeneous
linaer equations; determinants; field theory; extension fields; polynomials;
algebraic elements; splitting fields; unique decomposition of polynomials;
group characters; applications and examples to theorem; normal
extensions; finite fields; roots of unity; noether equations; kummer fields;
simple extension; existence of a normal basis; theorem on natural
irrationalities; solvable groups; permutation groups; solution of equations ;
general equations; sovable equations; ruler and compass construction
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131 ALJABAR 512.2 Fom o Fomin, Vladimir Optimal Filtering Volume II : Spatio-Temporal
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132 ALJABAR 512.3 Kee f Keedy, Mervin L. Fundamental algebra and trigonometri: study
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133 ALJABAR 512.3 Kee f Keedy, Mervin L. Fundamental algebra and trigonometry Massachusetts:
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134 ALJABAR 512.3 Kug g Kuga, Michic Galois' dream group theory and differential
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Factorization of polynomials; Field extensions; Degree of an extension;
Ruler and Compasses; Trancendental numbers; idea behind galois theory;
normality and separability; Field degrees and Group orders;
Monomorphisms, Automorphisms, Normal closures; Specific example;
Simple groups; General polynomial equation; Finite fields; Regular
polygons; Calculating Galois groups; Fundamental theorem-algebra
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136 ALJABAR 512.3 Van m Vance, Elbridge P. Modern algebra and trigonometry,frist ed. Reading, Mass.:
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137 ALJABAR 512.3 Van m Vance, Elbridge P. Modern algebra and trigonometry,3rd ed. Massachusetts:
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138 ALJABAR 512.4 Arn i Arnautov,V.I Introduction to the theory of topological rings and
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139 ALJABAR 512.4 Bea i Beachy, John A. Introductory lectures on rings and modules New York: Cambridge,
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140 ALJABAR 512.4 Jac t Jacobson, Nathan The Theory of rings,2nd ed. Providence, Rhode
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141 ALJABAR 512.4 Lam l Lam, T.Y Lectures on Modules and Rings (Graduate Texts in
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Springer, 1999 Free modules, projective, and injective modules; flat modules and
homological dimensions; more theory oh modules; uniform dimension,
complements, and cs modules, singular submodels and nonsingular rings,
dense submodules and rational hulls; rings of quetients; classical rings of
quotients; right goldie rings and goldie theorems; artinian rings of quotients;
more rings of quotients; martindale rings of quotients; frobenius and quasi-
frobenius rings; matrix rings, categories of modules, and morita theory
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142 ALJABAR 512.5 Ant a Anton, Howard Aljabar linear elementer, 3rd ed. Jakarta: Erlangga,
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143 ALJABAR 512.5 Ant a Anton, Howard Aljabar linear elementer edisi ke 5 Jakarta: Erlangga,
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144 ALJABAR 512.5 Ant a Anton, Howard Elementary linear algebra : application version,7th
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147 ALJABAR 512.5 Ant d Anton, Howard Dasar-dasar aljabar linear,edisi 7 jilid 1 Batam: Interaksara,
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Nilai-eigen; Vektor-Eigen; Transformasi Linear; Ruang Vektor kompleks M/04938, M/04998,
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148 ALJABAR 512.5 Ant d Anton,Howard Dasar-dasar Aljabar linear, ed.7 jil.2 Batam Center:
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149 ALJABAR 512.5 Ant e Anton, Howard Elementary linear algebra, 7th ed. New York: John Wiley
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Systems of Linear Equations and Matrices; Determinants; Vectors in
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150 ALJABAR 512.5 Ant e Anton, Howard Elementary linear algebra,4th ed. New York: John Wiley
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151 ALJABAR 512.5 Ant e Anton, Howard Elementary Linear Algebra, 8th ed. New York: John Wiley
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152 ALJABAR 512.5 Ant e Anton, Howard Elementary Linear Algebra,9th ed. Canada: John Wiley &
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Topics; Complex Vector Spaces; Anton
M/05162, M/05166,
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153 ALJABAR 512.5 Ant e Anton, Howard Elementary Linear Algebra : with supplemental
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155 ALJABAR 512.5 Ari a Arifin, Achmad Aljabar linear Bandung: ITB, 1985 M/03301, M/03387 2
156 ALJABAR 512.5 Ari a Arifin, Achmad Aljabar Linier, 2nd ed Jakarta: ITB, 2001 lapangan dan suku banyak; ruang vektor; ruang hasil kali dalam; ruang
dual; determinan; nilai dan vektor karakteristik; modul; pemetaan nilpoten;
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157 ALJABAR 512.5 Bac m Bachtiar, Al Haji Akbar Modul Praktikum Aljabar Linear Elementer Departemn
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158 ALJABAR 512.5 Bak l Baker, A.C. Linear algebra and differential equations New York: Ellis
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Linear Algebra; Differential Equations; Baker; Porteous; Systems-Linear
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Forms; Inner Procuct Spaces-Orthogonal Series; Self-Adjoint Operators;
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159 ALJABAR 512.5 Bas m Basaruddin, T. Metoda beda hingga untuk persamaan diferensial Jakarta: Elex Media
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160 ALJABAR 512.5 Bre l Bretscher, Otto Linear algebra with applications Upper Sadle River, NJ:
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161 ALJABAR 512.5 Bre l Bretscher, Otto Linear algebra with applications 5th ed Pearson, 2013 M/07881, M/07882,
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162 ALJABAR 512.5 Bon a Bonnafe, Cedric Algebra and Applications : Representattions of
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Springer, 2011 Structure of SL2 (Fq); the geometric of the drinfeld curve; harish-chandra
inductio; deligne-lusztig induction; the character table; character of G and its
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163 ALJABAR 512.5 Dav l Davis, H.Ted Linear algebra and linear operators in engineering
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SanDiego: Academic
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systems; general theory of solvability of linaer algebraic equations;
eigenproblems; perfect matrices; imperfect or defective matrices; infinite
dimensional linear vector spaces; linear integral operators in a hilbert
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164 ALJABAR 512.5 Den u Denecke, Klaus Universal algebra and applications in theoretical
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New York: Chapman &
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conditions; clones and completeness; tame congruence theory; term
condition and commutator; complete sublattices; clones and solid varieties;
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165 ALJABAR 512.5 Die l Dieudonne, Jean Linear algebra and goemtry Paris Hermann 1969 M/03214, M/03215 1
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166 ALJABAR 512.5 Edw e Edwards, C.H. Elementary linear algebra Englewood Cliffs, NJ:
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167 ALJABAR 512.5 Fra l Fraleigh, John B. Linear algebra, 2nd Reading, MA: Addison-
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Introduction to Linear Systems; Vector Spaces; Determinants; Eigenvalues
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168 ALJABAR 512.5 Gol l Golubitsky, Martin Linear algebra and differential equation using
matlab
California:
Brooks/Cole, 1998
Solving Linear Equations; Matrices and Linearity; Solving Ordinary
Differential Equations; Vector Spaces; Closed form Solution for Planar
Odes; Qualitative Theory of Planar Odes; Determinants and Eigenvalues;
Linear Maps and Changes to Coordinates; Orthogonality; Autonomous
Planar Nonlinear Systems; Bifurcation Theory; Matrix Normal Forms; Higher
Dimensional Systems; Linear Dimensional Systems; Linear Differential
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169 ALJABAR 512.5 Had l Hadley, G. Linear algebra Massachusetts:
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170 ALJABAR 512.5 Hal l Halmos, Paul R. Linear algebra problem book The Mathematical
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operations; identity elements; complex inverses; affine inverses; matrix
inverses; abelian groups; groups; independent group axioms; fields;
addition and multiplication in fields; distributve failure; finite fileds; vector
spaces; examples; linear combinations; subspaces; unions of subspaces;
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171 ALJABAR 512.5 Har m Harville, David A. Matrix algebra from a statistician's perspective Boston: Addison
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matrix; geometrical considerations; linear systems: consistency and
compatibility; inverse matrices; generalized inverses; idempotent matrices;
linear systems: solutions; projections and projection matrices; determinants;
linear, bilinear, and quadratic forms; matrix differentiation; kronecker
product and the vec and vech operators; intersections and sums of
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degree polynomial in variables subject to linear constraints; moore penrose
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173 ALJABAR 512.5 Jac l Jacobson, Nathan Liniear algebra (Interscience tracts in pure and
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175 ALJABAR 512.5 Jac l Jacob, Bill Linear functions and matrix theory New York : Springer,
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linear functions; local linearity; matrices; more linearity; linear geometry;
space; plane; vectors; lines; linear equations; gaussian elimination; matrix
rank; linear equations; simplex algorithm; basic matrix algebra; determinant;
linear combinations; linear independence; basis and dimension; key
concepts of linear algebra; vector geometry; eigenvalues; symmetric
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176 ALJABAR 512.5 Jef l Jeffrey,Alan Linear Algebra and Ordinary Differential Equations Boston : Blackwell,
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177 ALJABAR 512.5 Joh i Johnson, Lee W. Introduction to linear algebra, 5th ed. Boston: Addison
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179 ALJABAR 512.5 Kah i Kahn, Peter J. Introduction to linear algebra New York: Harper &
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180 ALJABAR 512.5 Kol e Kolman, Bernard Elementary linear algebra, 6th Upper Saddle River,
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181 ALJABAR 512.5 Kol e Kolman, Bernard Elementary linear algebra, 7th Upper Saddle
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182 ALJABAR 512.5 Kol i Kolman, Bernard Introductory linear algebra with applications, 7th
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184 ALJABAR 512.5 Kwa l Kwak, Jin Ho Linear algebra Boston: Birkhauser,
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185 ALJABAR 512.5 Lan l Landesman, Edward M. Linear algebra for mathematics, science, and
enginering
Englewood, Cliffs:
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matrices: basic operations; inverses and solutions of linear matrix
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186 ALJABAR 512.5 Lan l Lang, serge Linear algebra, 3rd New York: Springer
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Linear Algebra; Lang; Vector Spaces; Matrices; Linear Mappings; Linear
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187 ALJABAR 512.5 Lan l Lang, Serge Linear algebra,2nd ed Massachusetts:
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188 ALJABAR 512.5 Law l Lawson, Terry Linear algebra New York: John Wiley
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189 ALJABAR 512.5 Law m Lawson, Terry Mathematica labs for linear algebra New York: John Wiley
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Concepts; Linear Transformations-Pane; Matrix Representative-Linear
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190 ALJABAR 512.5 Law m Lawson, Terry Matlab labs for linear algebra New York: John Wiley
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Matlab; Linear Algebra; Lawson; Basic Matlab; Gaussian Elimination;
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Linear Transformations-Plane; Matrix Representatives-Linear
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191 ALJABAR 512.5 Leo a Leon, Steven J. Aljabar Linear dan Aplikasinya, 5 th Jakarta: Erlangga,
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192 ALJABAR 512.5 Lip t Lipschutz, Seymour Schaum's outline of theory and problem of linear
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193 ALJABAR 512.5 Mes l Messer, Robert Linear algebra gateway to mathematics New York: Harper
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194 ALJABAR 512.5 Lip s Lipschutz, Seymour Schaum's outline solved problems series 3000
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vector space R; vector space; subspaces and spanning; linaer
independence; dimension; rank; orthogonality; projection and
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SPACES; fields; vector spaces; linear dependence; linear combinations;
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forms; TRANSFORMATIONS; linear transformations; transformations as
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transformations; reank and nullity; multiplicity; ORTHOGONALITY; inner
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conectedness and simply connectedness of lie groups; lie functor;
integration of homomorphisms of lie algebras; exponential map;
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flags, poles and dipoles; tilt to the opposite metric; definitions of the clifford
algebra; witt rings and brauer groups; matrix representations and periodicity
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torsion groups of elliptic curves with integral j invariant; algebraic problem of
ramanujan; combinatorics for faster fractal pictures; some equivalence
problems for free monoids and for subclasses; dickson polynomials over
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and discrete probability distributions; hash function; random variables;
birthday paradox; statistical distance; measure of randomness; discrete
probability; probabilistic algorithms; abelian groups; cyclic groups; rings;
polynomial rings; statistical distance; probabilistic primality testing;
generating random; quadratic; legendre symbol; jacobi symbol;
computational problems; modules; vector space; matrices; gaussion
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matrix properties; matrix algebra; convex sets; cones; subspaces; range;
null space; rank and defect; invertibility; determinants; complex matrices;
matrix classes; matrix transfomations; lie algebras and groups; symplectic
matrices; matrix polynomials; rational transfer functions; polynomials;
minimal polynomial; nonnegative matrices; matrix decompositions; multi-
companion form; hypercompanion; schur decomposition; matrix
factorizations; polar decomposition; generalized inverses; kronecker; schur
algebra; linear matix equations; positive-semidefinite matrices; matrix
inequalities; quadratic forms; eigenvalue inequalities; facts on majorization;
norms; matrix norms; singular value inequalities; functions of matrices;
limits; matix exponential; stability theory; discrete-time stability theory;
lyapunov equation; logarithms; linear systems; control theory; laplace
transform analysis; realization theory; harmonic steady-state response;
system zeros; detectability; controllable asymptotic stability; linear-quadratic
problem; transfer function models
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290 ALJABAR 512.943.4 Fra n Franklin, Joel N Matrix Theory Dover Pubs Inc, 1993 Determinants; the theory of linear equations; matrix analysis of differential
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cononical form; variational principles and perturbation theory; numerical
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291 ALJABAR 512.943.4 Fuz m Fuzhen Zhang Matrix Theory : basic result and techniques 2nd ed Springer, 2011 elementary linear algebra review; partitioned matrices rank and
eigenvalues; matrix polynomials and canonical form; numerical ranger
matrix norm and special operation; special types of matrices; unitary
matrices and contractions; positive semidefinite matrices; hermitian
matrices; normal matrices; majorization and matrix inequalities
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292 ALJABAR 512.943.4 Gen m Gentle, James Matrix Algebra : theory Computations &
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293 ALJABAR 512.943.4 Gol m Goldberg, Jack L. Matrix theory with applications New York: McGraw-
Hill, 1991
Matrix Theory-Applications; Goldberg; Elemetary matix Theory; Rank;
Linear Algebra-Dimensions; Orthogonality-Consequences; Eigenvalue-
Eigenvector Problem; Unitary Smilarities-Schur-Theorem; Unitary
Similarities Continued; Quadratic Forms; Convex Polyhedrons-Systems
Linear Inequalities
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294 ALJABAR 512.943.4 Gru m Gruber, Marvin H Matrix Algebra for Linear Models Willey, 2014 basic ideas about matrices and systems of linear equations; determinants
and solving a system of equations; the inverse of a matrix; special matrices
and fact about matrices thet will be in the sequel; vector spaces; the rank of
marix and solution to system of equations; eigenvalues the singular value
decomposition and principal components; finding the eigenvalues of a
matrix; the eigenvalues and eigenvectors of special matrices; the singular
value decomposition; applications of the singular value decomposition;
relative eigenvalues and generalized of the singular value decomposition;
generalized invers; quadratic form and the analysis of variance; more
ANOVA; matrix optimization problem
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295 ALJABAR 512.943.4 Hil m Hill, David R. Modern matrix algebra Upper Saddle
River,NJ: Prentice
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matrices and matrix algebra; linear systems and their solution; determinant,
a geometric approach; eigen information; vector spaces; inner product
spaces; linear transformation; matlab
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296 ALJABAR 512.943.4 Lau m Laub, Alan J Matrix Analysis for scientists and Engineers Siam, 2005 vector spaces; linear transpormations; introduction to the moore penrose
pseudoiverse; introduction to the singular value decompositions; linear
equation; projections, inner product spaces, and norms; linear least square
problems; eigenvalues and eigenvectors; canonical forms; linear differential
and difference equations; generalized eigenvalue problems; kronecker
products
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297 ALJABAR 512,943,4 Lop m Lopez, Cesar Perez Matlab Matrix Algebra : Matlab Solutins Series Springer M/07822, M/07823,
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298 ALJABAR 512,943,4 Lop m Lopez, Cesar Perez Matrix Algebra with Matematica M/08041 1
299 ALJABAR 512.943 4 Mar m Marcus, Marvin Matrices and matlab a tutorial Englewood Cliffs, NJ:
Prentice-Hall, 1992
matrices; complex numbers; partitioned matrices; elementary matrices and
rank; permutations; determinants; eigenvalues; triangularization;
conguence; matrix polynomials and similarity
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300 ALJABAR 512.943 Nar t Narayan, Shanti A Text book of matrices, 8th ed. New Delhi S. : Chand
& Company Ltd., 1976
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301 ALJABAR 512.943.4 Ayr t Ayres, Frank Schaum's outline of theory and problems of
matrices
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6
302 ALJABAR 512.943.4 Hor m Horn, Roger A Matrix Analysis Australia: Cambridge,
1985
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303 ALJABAR 512.943.4 Hor m Horn, Roger A Matrix Analysis 2nd Ed Chambridge, 2013 M/07798, M/07870,
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304 ALJABAR 512.943.4 Ort m Ortega, James M. Matrix theory: a second course New York: Plenum
Press, 1987
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305 ALJABAR 512.9'434 Sea m Searle, Shayle R. Matrix algebra useful for statistics New York: John Wiley
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306 ALJABAR 512.943.4 Ser m Serre, Denis Matrices : theory and applications 2nd ed Springer, 2010 Elementary Linear and Multilinear Algebra; suare matrices; tensor and
exterior product; matrices with real or complex entries; hermitian marices;
norm; nonnegative matrices; matrices with enteries in aprincipal ideal
domain jordan reduction; exponential of a matrix, polar decomposition, and
classical groups; matrix factorizations and their aplication; iterative methods
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307 ALJABAR 515.243.3 Fra i Frazier, Michael W. An introduction to wavelets through linear algebra New York: Springer,
1999
complex numbers and linear algebra; discrete fourier transform; wavelets;
wavelets and differential equations
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308 ALJABAR 515.35 Far d farlow, Jerry Differential equations & linear algebra Upper, SR.: Prentice
Hall, 2002
first order differential equations; linearity and nonlinearity; linear algebra;
second order linear differential equations; linaer transformations; linaer
systems of differential equations; nonlinaer systems of differential
equations; forced equations and systems; discrete dynamical systems;
control theory
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309 ALJABAR 515.35 Goo d Goode, Stephen W. Differential equations and linear algebra, 2nd Upper Saddle River,
NJ: Prentice-Hall, 2000
First-order differential equations; Second-order linear differential equations;
Matrices, systems-linear algebraic equations; Determinats; Vector spaces;
Linear transformations; Linear differential equations; Systems-differential
equations; Laplace transform; Series solution-differential equations
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310 ALJABAR 515.35 Gre d Greenberg, Michael D. Differential equations and linear algebra, 2nd New Jersey: Prentice
Hall, 2001
introduction to differential equations; linear first order equations; general
first order equations; vectors and space; matrices and linear algebraic
equations; linear differential equations of second order and higher;
applications of linear constant conefficient equations; power series solution;
eigenvalue problem; systems of linear differential equations; qualitative
methods: the phase plane; quantitative methods; numerical solution;
laplace transform;
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311 ALJABAR 515.7 Sea e O.Searcoid, Micheal Elements of abstract analysis New York: Springer,
2002
sets; counting; algebraic structure; analysis structure; linear structure;
geometric structure; topological structure; continuity and openness;
connectedness; convergence; compactmess;; completeness
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312 ALJABAR 519.943.4 Har m Hartfiel, Darald J. Matrix theory and applications with matlab Boca Raton: CRC,
2001
matrix algebra; vector spaces; similarity; matrix calculus; normed vector
spaces; unitary similarity; LU QR decompositions; hermitian; positive
definite matrices; graphics; topology
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313 ALJABAR 530.12 Fad g Feddeev, L.D. Gauge fields An introduction to quatum theory, 2nd
ed.
Reasing, Mass:
Addison Wesley, 1991
fundamentals classical gauge field theory; quantum theory terms of path
integrals; quantization the yang mills field; renomalization of gauge theories;
some applications; conclusion
Q/00724 Tidak Ada 1
1 ANALISIS 510 Ayr f Ayres, frank Schaum's outline of theory and problems of first
year college mathematics, including 1850 sovled
problem
New York: McGraw-Hill
Book Com, 1958
M/03046 Koleksi
disisihkan ke Gudang
1
2 ANALISIS 510 Ayr s Ayres, Frank Schamum's outlines of theory and problems of
College Mathematics, 3rd ed.
New York: McGraw-Hill
Book Com, 1958
Mathematics; finite mathematics; functions and graph; inequalities;
Calculus; Probability; Graphing and optimization; linear inequalities; linear
programming; markov chain; multivariable calculus; Barnett; ziegler; Byleen
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Page 33 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
3 ANALISIS 510 Bar i Barnier, William Introduction to advanced mathematics, 2nd Upper Saddle River,
NJ: Prentice-Hall, 2000
Introduction to logic; Methods of proof; Set theory; Cartesian products and
functions; Relations; Cardinality; Number theory; Rings and Integral
domains; Limits and Real numbers
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4 ANALISIS 510 Bli t Blitzer, Robert Thinking mathematically Upper Saddle River,
NJ: Prentice-Hall, 2000
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5 ANALISIS 510 Bit s Bittle, Celestine N. The Science of correct Thinking logic,Rev. ed. Philippines: Bruce
Publishing, 1950
M/05304 1
6 ANALISIS 510 Boo f Booth, Dexter J. Foundation mathematics, 2nd Reading, MA: Addison-
Wesley, 1994
Foundation Mathematics; Booth; Handling Numbers; Algebra; Functions;
Sequences, Series, Limits; Fifferential Calculus; Integral Calculus; ; Sets
and Probability
Q/01764 1
7 ANALISIS 510 Bos p Bostock, L Pure Mathematics II London: Stanley
Thoenes, 1979
M/05159 1
8 ANALISIS 510 Bru f Brumfiel, Charles F. Fundamental concepts of elementary mathematics Massachusetts:
Addison Wesley
Publ.Co., 1962
M/03442 1
9 ANALISIS 510 Chi t5 Ching,Teh Pick Thinking Mathematics untuk SD kelas V,jil. 5B Jakarta: Esis, 2005 M/05466 1
10 ANALISIS 510 Cho t4 Choong, Raymond Thinking Mathematics untuk kelas IV,jil. 4B Jakarta: Esis
(Erlangga), 2005
M/05470 1
11 ANALISIS 510 Cho t4 Choong, Raymond Thinking Mathematics untuk kelas IV,jil 4A Jakarta: Esis, 2005 M/05471 1
12 ANALISIS 510 Cho t4 Choong, Raymond Thinking Mathematics untuk kelas V,jil 5A Jakarta: Esis
(Erlangga), 2005
M/05467 1
13 ANALISIS 510 Cou w Courant, Richard What is mathematics? An Elementary approach to
ideas and methods
London: Oxford
University Press, 1978
M/03045 1
14 ANALISIS 510 Ang m Dangelo, John P. Mathematical thinking problem-solving and proofs,
2nd
Upper Saddle River,
NJ: Prentice-hall, 2000
Graph; Paths, Cycles, Trail; Vertex degrees; Directed graphs; Trees,
Distance; Optimization, trees; Matchings, factors; Algorithms, applications;
Maching- general graph; Connectivity, ; Network flow problemsl Coloring-
graphs; Structures; Planar graph; Eges, cyles; Additopnal topics; Ramsey
theory; Random graphs
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Q/01761, Q/00967,
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8
15 ANALISIS 510 Dav m edition: Philip
J.Davis..[et.al]
The Mathematical Experience study Boston: Birkahuser,
1995
mathematical landscape; varieties of mathematical experience; outer
issues; inner issues; selected topics in mathematics; teaching and learning;
from certainty to fallibility; mathematical reality
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3
16 ANALISIS 510 Dor i Dorn, William S. Introductory finite mathematics withs computing New York: John Wiley
& Sons, 1976
M/03049 1
17 ANALISIS 510 Don s Don, Eugene Schaums Outlines Mathematica 2nd ed : 750
exercise with answers
Schaums Outline
Series, 2009
M/07034, 07035 2
18 ANALISIS 510 Fin i Fine, Nathan J. Introduction to modern mathematics Chicago: Rand
McNally & Com, 1965
M/03050 1
19 ANALISIS 510 Fit n Fitzpatrick, J.B. New general mathematics: an Introduction to
tertiary courses
Melbourne: John Wiley
& Sons, 1974
M/03051 1
20 ANALISIS 510 Foo t2 Foong Pui Lin Thinking Mathematics untuk SD kelas II,jil. 2A Jakarta: Esis
(Erlangga), 2005
M/05458 1
21 ANALISIS 510 Foo t2 Foong Pui Lin Thinking Mathematics untuk SD kelas II,jil.2B Jakarta: Esis
(Erlangga), 2005
M/05459 1
22 ANALISIS 510 Foo t3 Foong Pui Lin Thinking Mathematics untuk SD kelas III,jil. 3A Jakarta : Esis
(Erlangga), 2005
M/05465 1
23 ANALISIS 510 Foo t3 Foong Pui Lin Thinking Mathematics untuk SD kelas III,jil.3B Jakarta : Esis
(Erlangga), 2005
M/05464 1
Page 34 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
24 ANALISIS 510 Gar o Garnier, Rowan One thousand precent (100%) mathematical proff
(cloth)
Chichester: John Wiley
& Sons, 1996
Proof, mathematical and Non-Mathematical; Propotional Logic; Axiom
Systems and Formal Proof; Direct Proof; Exitence-Unigueness Proofs;
Further Proof Techniques; Mathematical Induction
Q/01839 1
25 ANALISIS 510 Gra m Graham, Malcolm Modern elementary mathematics New York: Harcourt
Brace & World,Inc.,
1970
M/03052 1
26 ANALISIS 510 Haf b Hafstrom, John E. Basic concepts in modern mathematics Reading, Mass:
Addison-Wesley, 1962
M/03054, M/03072 2
27 ANALISIS 510 Hag f Haggarty, Rod Fundamentals of mathematical analysis, 2nd Wokingham: Addison-
Wesley, 1993
Fundamentals of Mathematical Analysis; Haggarty; Preliminaries; Real
Numbers; Series; Sequences; Continous Functions; Differentiation;
Integration
Q/01784 1
28 ANALISIS 510 Hat f Hatcher, William S. Foundations of mathematics Philadelphia: W.B.
Sounders Com., 1968
M/03055 1
29 ANALISIS 510 Hin i Hinchey, Fred A. Introduction to applicable mathematics part.1 :
elementary analysis
New Delhi : Wiley
Eastern Limited, 1980
M/03058 1
30 ANALISIS 510 Kra e Krantz, Steven G. The elements of advanced mathematics, 2nd New York : Chapman
& Hall, 2002
basic logic; methods of proft; set theory; relations and functions; axioms of
set theory;, paradoxes, and rigor; number systems; more on the real
number systems; examples of axiomatic theories
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31 ANALISIS 510 Lie c Liebeck, Martin A Concise Introduction to Pure Mathematics New York: Chapman &
Hall, 2000
Set and proofs; number systems; decimals; inequalities; roots and rational
powers; complex numbers; polynomial equations; induction; eulers formula
and platonic solids; introduction to analysis; integers; prome factorization;
more on prime numbers; congruence of integers; counting and choosing;
more on sets; equivalence relations; functions; infinity
Q/00949, Q/00953,
M/05114, M/05174,
M/00952
6
32 ANALISIS 510 Lip t Lipschutz, Seymour Schaum's outline of theory and problems of finite
mathematics: including 750 solved problems,
metric edition
Singapore: McGraw-
Hill, 1983
M/02751, M/02752,
M/02754, M/05003 (2
Koleksi disisihkan
ke Gudang
4
33 ANALISIS 510 Mas t Mason, Jason Thinking Mathematically 2nd ed Pearrson, 2010 Phases of work; responses to being stuck; attack conjecturing; attack
justifying and convincing; still stuck; developing an internal monitor; on
becoming your own quistioner; developing mathematical thinking;
something in curriculum topics; power themes, world and attention
M/06718 1
34 ANALISIS 510 Rus d Rusieffendi, E.T Dasar-dasar Matematika Modern untuk Guru Tarsito, Bandung M/06215 1
35 ANALISIS 510 Sal m Salem, Lionel The most beautiful mathematical formula New York John wiley
1992
Mathematics Formulas; Most Beautiful; Salem; Testard; Salem; Triangles,
Ractangles, Squares, Circles; Angles; Quadratic Equations; Logarithms-
Exponentials; Series-Numbers; Objects-Space; Whole Numbers, Prime
Numbers; Chance;
Q/02353 1
36 ANALISIS 510 Spi s Spiegel, Murray E. Seri buku Schaum Teori dan Soal-Soal
Matematika Dasar
Erlangga, 1999 M/06587 1
37 ANALISIS 510 Ste m Sterhman, K.Glein Mathematics the man-made universe An
introduction to the spint of mathematics,2nd ed.
San francisco: WH
Freeman & Com.,
1969
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38 ANALISIS 510 Tra Usiskin, Zalman [et al] Transition Mathematics, 2nd ed. Illinois: Scott
Foresman, 1995
decimal notation; large and small unmbers; measurement; uses of
variables; petterns leading to addition; problem solving strategies; patterns
leading to subtraction; displays; patterns leading to multiplication;
multiplication and other operations; patterns leading to division; real
numbers, area, and volume; coordinate graphs and equations
Q/00718 1
39 ANALISIS 510 Wil i Wilder, Raymond L. Introduction to the foundations of mathematics New York: John Wiley
& Son, 1965
M/03070 1
40 ANALISIS 510 Yah m Yahya, Yusuf Matematika dasar untuk perguruan Tinggi, Cet.3 Jakarta: Ghalia
Indonesia, 1990
M/03069 1
41 ANALISIS 510 Yah m Yahya, Yusuf Matematika dasar untuk Perguruan Tinggi, Cet. 5 Jakarta: Ghalia
Indonesia, 1992
M/00743, M/04974,
M/00744, M/03068,
M/06582, M/03069
6
42 ANALISIS 510 Zwi c Zwillinger, Daniel CRC Standard Mathematical Tables and
Formulae, 1st ed.
Boca Raton: Chapman
& Hall, 2003
analysis; algebra; discrete mathematics; geometrycountinuous
mathematics; special functions; probability and statistics; scientific
computing; financial analysis
Q/04029 1
43 ANALISIS 510.009 Ken m Kenwood, H.M. Mathematics an integrated approach London: MacMillan
Education Ltd. ,1980
M/03071 1
44 ANALISIS 510.010 Cra m Craig, Robert T. Modern principles of mathematics New Jersey: Prentice-
Hall, 1969
M/03082 1
45 ANALISIS 510.010 Suv h Suvorov, I. Higher mathematics: textbook for technical
schools
Moscow: Peace
Publisher, 1963
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2
46 ANALISIS 510.014 Wil r Willoughby, Stephen S. Real mathematics La Salle: Illmois Open
Casrt, 1987
M/03078, M/03074 2
47 ANALISIS 510.26 Chu o Churchill, Ruel V. Operational mathematics,3rd ed Tokyo: McGraw-Hill
Kogakusha Ltd., 1958
M/03084 1
48 ANALISIS 510.285 Rus m Ruskepaa, Heikki Mathematica Navigator : mathematics, statistics,
and graphics 3rd ed
Elsevier, 2009 M/07032. M/07033 2
49 ANALISIS 511.1 Was b Washington, Allyn J. Basic technical mathematics with calculus, 5th ed. Reading, MA: Addison-
Wesley
M/03099 1
50 ANALISIS 511.3 Ecc i Eccles, Peter J. An Introduction to mathematical reasoning
numbers, sets and functions
Cambridge:
Cambridge University
Press, 1997
Mathematical Statements; Proofs; Sets and Functions; Numbers and
Counting; arithmetic; Arithmetic; Modular Arithmetic; Prime Numbers
Q/01895, M/04819,
M/04818, M/04250,
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5
51 ANALISIS 511.3 Kur f Kurtz, David C. Foundation of abstract mathematics New York: McGraw-
Hill,Inc, 1992
M/03111 1
52 ANALISIS 511.3 Sol h Solow, Daniel How to read and do proofs an introduction to
mathematical thought processes, 2nd ed.
New York: John Wiley
& Sons, 1990
truth; foward; blackward method; definitions and mathematical terminology;
construction methods; choose methods; induction; specialization; nested
quanifiers; contradiction metho; contrapositive metho; nots of nots lead to
knots; special proof techniques; summary;
Q/01230, M/05350 2
53 ANALISIS 511.3 Sol h Solow, Daniel How to read and do proofs an introduction to
mathematical thought processes, 3rd ed.
New York: John Wiley
& Sons, 2002
truth of it all; foward bachward method; definitions and mathematical
terminology; construction method; the choose method; specialization;
nested quantifiers; contradiction method; contrapositive method; nots of
nots lend to knots; uniqueness methods and induction; either od and
max/min methods
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54 ANALISIS 511.322 Lip s Lipschutz, Seymour Schaum's outline of theory and problems of set
theory and related topics, 2nd ed.
New York; McGraw-
Hill, 1998
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55 ANALISIS 511.322 Lip s1-6 Lipschutz, Seymour Schaum's outline of theory and problems of set
theory and related topics
Singapore: McGraw-
Hill book Com., 1981
M/03158, M/03152,
M/03154, M/03157,
M/03159, M/03155,
M/03161, M/03156,
M/03153 ( 7 koleksi
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9
56 ANALISIS 511.322 Lip s Lipschutz, Seymour Teori dan soal-soal teori himpunan: set theory seri
schaum's
Jakarta: Erlangga,
1985
M/00740, M/03160,
M/04086, M/06555 ( 1
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M/06412)
6
57 ANALISIS 511.322 Mac s Machover, Moshe Set theory,logic and their limitations Cambridge:
Cambridge University
Press, 1996
Set Theory; Logic; Limitations; Machover; Mathematical Induction; Sets-
Calsses; Relations-Functions; Cardinals; Ordinals; Axiom-Choice; Finite
Cardinals-Alephs; Propositional Logic; First-Order Logic; Facts-Recursion
Theory; Limitative Results
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58 ANALISIS 511.322 Sup a Suppes, Patrick Axiomatic set theory Patrick Suppes New York: Dover
Publ.Inc, 1972
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2
59 ANALISIS 512.15 Gro m Grossman, Stanley I. Multivariable calculus, linear algebra and
differential equations
New York: Saunders
College, 1995
vector in the plane and in space; vector functions and parametric equations;
differentiation of functions of two or more variables; multiple integration;
introduction to vector analysis; systems of linear equations and matrices;
determinats; calculus; ordinary differential equations; systems of differential
equations; taylor polynomials, sequences and series
Q/01449 1
60 ANALISIS 512.15 Wil m Williamson, Richard E. Multivariable mathematics, 3rd Upper Saddle River,
NJ: Prentice-Hall, 1996
Multivariable Mathematics; Eilliamson; Trotte; Vectors; Dot Products and
Cross Products; Equations and Matrices; Derivatives; Differentiability;
Vector Differential Calculus; Multiple Integration; Integrals and Derivatives
on Curves; Vector Field Theory; First-Order Differential Equations; Constant-
Coeficient Equations; Introduction-Systems; Matrix Methods; Infinite Series;
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4
61 ANALISIS 512.352 Hai s1 Hairer, E. Solving ordinary differential equations I: nonstiff
problems, 2nd ed.
New York: Springer-
Verlag, 1993
Clasical Mathematical Theory; Oldest Differential Equations; Elemetary
Integration Methods; Linear Differential Equations; Equations-Weak
Singularities; Systems-Equations; General Existence Theorem; Existence
Theory; Differential Inequalities; Systems-Linear Differential Equations;
Systems- Constant Coefficients; Stability; Derivatives; Initial Values;
Boundary Value; Eigenvalue Problems; Periodic Solutions, Limit Sycles,
Strage Attractor; Runge-Kutta, Exrapolation Methods; First Runge-Kutta
methods; Other Conditions; Error Estimation-Convergence; Practical Error
Estimation; Explicit Runge-Kutta Methods; Dense Output, Discontinuities,
Derivatives; Implicit Ruge-Kutta Methods; Axyomptotic Expansion;
Extrapolation Methods; Numerical Comparisons; Parallel Methods;
Composition-Series; Higher Derivative Methods; Numerical Methods-
Second Order Differential Equations; Partitioned Differential Equations;
Simplectic Integration Methods; Delay Differential Equations; Multistep
Methods-General Linear Methods; Classical Linear Multistep Formulas;
Local Error-Order Conditions; Stability-First Dahlquist Barrier; Convergence-
Multistep Methods; Variable Step Size Multistep Methods; Nordsieck
Methods; Implementation-Numerical Comparisons; General Linear
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62 ANALISIS 512.55 Mac c Mac Lane, Saunders Graduate Texts in Mathemathics 2nd ed. New York: Springer,
1997
categories, functors and natural transformations; constructions on
categories; universals and limits; adjoints; limits; monads and algebras;
monoids; abelian categories; special limits; kan extensions; symmetry and
braiding in monoidal categories; structures in categories
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63 ANALISIS 512.94 Fin i Finkbeiner, Daniel T. Introduction to matrices and linear transformations,
2nd ed
San Francisco:
W.H.Freeman &
Company, 1966
M/03665, M/03284 2
64 ANALISIS 512.94 Usp t Uspensky, J.V. Theory of equations New York: McGraw-Hill
Book Company, 1948
M/03336 1
65 ANALISIS 512.94 Var m Varga, Richard S Matrix Iterative Analysis United states of
America: Prentice-Hall,
1962
M/04968 1
66 ANALISIS 512.943 4 Par s Parlett, Beresford N. The Symetric eigenvalue problem Englewood Cillfs, NJ:
Prentice-Hall, 1980
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67 ANALISIS 513.1 Pet c Petkovic, Miodrag S. Complex interval arithmetric and its applications Berlin: Wiley VCH,
1998
interval arithmetic; circular complex inclusion forms; best approximation by
disks; inclusion of polynomial zeros; simultaneous inclusion of complex
zeros; improved inclusion methods for polynomial complex xeros; parallel
implementation of inclusion methods; numerical stability of interative
processes; numerical computation of curvilinear integrals
Q/02408 1
68 ANALISIS 514 Cai i Cairns, Stewart Scott Introductory topology New Yor: Ronald
Press Company, 1968
M/03342 1
69 ANALISIS 514 Cat Categorical topology and it's relations to analysis
algebra and combination/ Edited by Jiri Adamuk
Singapore: World
Scientific, 1989
M/03343 1
70 ANALISIS 514 Eil f Eilenberg, Samuel Foundation of algebraic topology Princeton: Princeton
University Press, 1952
M/03352 1
71 ANALISIS 514 Han f Hansen,Vagn
Lundsgaard
Fundamental concepts in modern analysis Singapore: World
Scientific, 1999
basic concepts in topology; Differntiation in normed vector spaces;
Inversefunctions theorem; Differential manifolds; introduction to Singularity
theory; Geometric variational problems
Q/02079 1
72 ANALISIS 514 Hoc t Hocking, John G. Topology Reading, Mass:
Addison-Wesley, 1961
M/03130 1
73 ANALISIS 514 Hur d Hurewicz, Witold Dimension theory Princeton University
Press, 1948
M/03353 1
74 ANALISIS 514 Jos i Joshi, K.D. Introduction to general topology New York: Willey
Eastern Ltd., 1983
M/03351 1
75 ANALISIS 514 Kin t Kinsey, L. Christine Topology of surfaces New York: Springer-
Verlag, 1992
Point-set Topology in R; point set topology; Surfaces; Euler Characteristic;
Homology; Cellular Functions; Infariance of Homology; Homology;
Miscellany; Topology and Calculus
Q/02078, M/06196,
M/06197
3
76 ANALISIS 514 Lef i Lefschetz, Solomon Introduction to topology Princeton: Princeton
University Press, 1949
M/03355, M/03354 2
77 ANALISIS 514 Lip t Lipschutz, Seymour Theory and problem of general topology: schaum's
outline series
Singapore: McGraw-
Hill Internationa,l 1981
M/03347, M/03344,
M/03346, M/03345,
M/03348, M/03349,
M/07656
7
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78 ANALISIS 514 Mun t Munkres, James R. Topology: a first course New Delhi:
PrenticeHall of India,
1983
M/03358, M/03356 2
79 ANALISIS 514 Mun t Munkres, James S. Topology, 2nd Upper Saddle River,
NJ: Prentice-Hall, 2000
Set theory; Logic; Topology spaces; Connectedness; Countability;
Separation axioms; Tychnoff theorems; Metrization theorems; Complete
metric spaces; Function spaces; Baire spaces; Dimension theory; Algebraic
topology; Fundamental group; Separation theorems; Classifications
Q/02102, Q/02100,
Q/01419, M/05108,
M/05723
5
80 ANALISIS 514 Mun t Munkres, James S. Topology: a first course New Delhi: Prentice-
Hall, 1983
Set theory; Logic; Topological spaces; Connectedness; Compactness;
Countability; Separation axioms; Tychonoff therem; Metrization theorems;
Complete matrice spacess; Fundamental group; Covering spaces
Q/02101, M/03358,
M/03357
3
81 ANALISIS 514 Pat f Patty, C. Wayne Foundations of topology Boston: PWS
Publishing Compan,
1993
M/06172, M/04901,
M/05066, M/05588
4
82 ANALISIS 514 Pat f Patty, C. Wayne Foundations of topology 2nd ed Jones & Barlett, 2009 Topological Spaces; Metric Spaces; Topological Spaces: The Definition and
Examples; Basis for a Topology; Closed Sets, Closures, and Interiors of
Sets; Metric Spaces Revisited; Convergence Continuous Functions and
Homeomorphisms; New Spaces from Old Ones; Subspaces; The Product;
Topology on x Y ; The Product Topology ; The Weak Topology and the
Product Topology; The Uniform Metric; Quotient Spaces; Connectedness;
Connected Spaces ; Pathwise and Local Connectedness ; Totally
Disconnected Spaces; Compactness; Compactness in Metric Spaces;
Compact Spaces; Local Compactness and the Relation Between; Various
Forms of Compactness ; The Weak Topology on a Topological Space ;
Equicontinuity; The Separation and Countability Axioms; Regular and
Completely Regular Spaces; Normal and Completely Normal Spaces; The
Countability Axioms; Urysohn's Lemma and the Tietze Extension Theorem;
Embeddings; Special Topics; Contraction Mappings in Metric Spaces;
Normed Linear Spaces; The Fr6chet Derivative; Manifolds; Fractals;
Compactifications; The Alexander Subbase and the Tychonoff Theorems;
Metrizability and Paracompactness; The Fundamental Group and;
Applications of Homotopy
M/06956, M/06957,
M/07091, M/07092,
M/07250, M/07251,
M/07689, M/07690,
M/07691, M/07692,
M/07744, M/07745,
M/07694, M/07693,
M/07708, M/07707
16
83 ANALISIS 514 Per f Pervin, William J. Foundation of general topology New York: Academic
Press, 1964
M/03350 1
84 ANALISIS 514 Pon t Pontrjagin, L Topological groups,2nd ed. Princeton: Princeton
University Press, 1946
M/03360, M/03361 2
85 ANALISIS 514 Ros e Roseman, Dennis Elementary topology Upper Saddle River,
NJ: Prentice-Hall, 1999
Countinuity; Homeomorphism; Cantor sets; Embeddingsl Connectivity; Path
connectedness; Limits points; Compactness; Local Connectivity; Advanced
topics; Topics; Manifolds; Knots; Knottings; Simple connectivity;
Deformation type; Complexes; Higher dimensions; Sets-logic
Q/02099, M/05779,
M/06440, M/06441,
M/06435, M/06436
6
86 ANALISIS 514 Spa a Spanier, Edwin H. Algebraic topology New York: McGraw-
Hill, 1966
M/03362 1
87 ANALISIS 514 Sur t Suryadi, H.S. Topologi Suryadi H.S Jakarta: STI & K, 1994 M/03359 1
88 ANALISIS 514 Sze c Szekelyhidi, Laszlo Convolution Type Functional Equations on
Topological Abelian Groups
Singapore: World
Scientific, 1991
M/04709 1
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89 ANALISIS 514 Sze g Sze-Tsen Hu Elements of general topology San franciso: Holden-
Day, 1964
M/05326 1
90 ANALISIS 514 Tod t Todorcevic, Stevo Topics in topology ( Lecture Note in Mathematics.
Eds.: A. Dold, F.Taken. Vol.1652 )
New York: Springer-
Verlag,1997
Compact Sets in Functions Spaces; Hyperpaces; Todorsevic; Semigroup;
Compact and Compactly Generated Groups; Hyperspaces;
Q/02096, Q/02098,
Q/02097
3
91 ANALISIS 514 Top p Topology I general survey/ edited by Novikov,S.P Springer: Verlag berlin
heidelberg, 1996
M/05739 1
92 ANALISIS 514 Wil m Wilansky, Albert Modern methods in topological vector spaces New York: McGraw-Hill
Inc., 1978
M/03363, M/03364 2
93 ANALISIS 514 Zom t Zomorodian, Afra J Topology for Computing Cambridge, University
Press, 2005
Spaces and filtrations, group theory, homology, morse theory, persistence
algorithms, topology simplification, morse-smale complex algorithm, lonking
number algorithm, software, applications
M/06479 1
94 ANALISIS 514.1 Kel g Kelley, John L. General topology New Jersey: D. Van
Nostrand Company,
1955
M/03365 1
95 ANALISIS 514.2 Bre t Bredon, Glen E. Topology and geometry New York: Springer
Verlag, 1993
General Topology; differentiable manifolds; Fundamental Group; Homology
Theory; Cohomology; Product-Duality; Homotopy Theory
Q/02093 1
96 ANALISIS 514.23 Ath k Atiyah, Michael Francis K-Theory lectures Reading,
Massachusetts:
Addison Wesley, 1989
K-Theory; vector bundles; operations; topology; linear algebra Q/00701 1
97 ANALISIS 514.3 Tol m Toledano, J.M. Ayerbe Measures of noncompactness in metric fixed point
theory
Basel: Birkhauser
Verlag, 1997
Fixed point Theorems of brouwer and schauder; measures of
noncompactness; Minimal Sets for a measure of noncompactness;
Convexity and Smoothness; Nearly Uniform Convexity and Nearly Uniform
Smoothness; Fixed Points for nonexpansive mappings and normal
structure; Fixed Points theorems in the absence of normal structure;
Uniformly Lipschitzian Mappings; asymptotically regular mappings; Packing
Rates and contractiveness constants
Q/02092 1
98 ANALISIS 514.307 Mil p Milewski, Emil G The topology problems solver a complete solution
guide to any textbook
New Jersey: REA,
1994
M/05313 1
99 ANALISIS 514.322 Ada g Adamson, Iain T. A General topology workbook Boston: Birkhauser,
1996
General Topology; Workbook; Adamson Q/02409 1
100 ANALISIS 514.7 Gui d Guillemin, Victor Differential Topology New JErsey: Prentice
Hall, 1974
manifolds and smooth maps; transversality and intersection; oriented
intersectin theory; integration on manifolds
Q/00755 1
101 ANALISIS 515 Ada c Adams, Robert A. Calculus a complete course Don Mills,Ontario:
Addison Wesley, 1999
limits and continuity; differentiation; transcendental functions; some
applications of derivatives; integration; techniques of integration;
applications of integration; conics, parapetric curves, and polar curves;
sequences, series, and power series; vector and coordinate geometry in 3-
space; vector functions and curves; partial differentiation; applications of
partial derivatives; multiple integration; vector fields; vector calculus;
ordinary differential equations
Q/02118 1
102 ANALISIS 515 Aks p Aksoy, Asuman G A Problem Book in Real Analysis : problem books
in mathematics
Springer, 2010 elementary logic and set theory; real numbers; sequences; limits of
functions; continuity; differentiability; integration; series; metric spaces;
fundamentals of topology; sequences and series of functions
M/07751, M/07752,
M/07753
3
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103 ANALISIS 515 Ama a Amazigo, Jhon C. Advanced calculus and its applications to the
engineering and physical science
New York: John Wiley
& Sons, 1980
Function; Coordinate-system; Limits; Continuity; Mapping; Curves; Regions;
Limits; Vectors; Gradient; Divergence; Taylors formula; Jacobians; Inverse
sonstraints; Langrage-multipliers; Integral; Infinite-series; Convergence;
Partial differential equation; Amazigo; Rubenfeld
Q/03477, M/03470,
M/03468, M/03469,
M/03464, M/03465,
M/03466, M/03467,
M/03463 3Koleksi
dimasukan ke
gudang
9
104 ANALISIS 515 Ana a Analisa II teori dan penyelesaian, jil. 2., ed. 9
(Diktat)
Jakarta Delta Teknik
Group 1978
M/03489 1
105 ANALISIS 515 Ant c Anton, Howard Calculus Vol.1: a new horizon, 6th ed New York: John wiley
& Sons, 1999
Functions; limits and continuity; derivative; logarithmic and exponential
functions; analysis of functions and their graphs; applications of the
derivative; integration; applications of the definite integral in geometry,
science and engineering; principles of integral evaluation; matheamtical
modeling with differential equations; infinite series; analytic geometry in
calculus; three dimensional space; vectors; vector value functions; partial
derivatives; multiple integrals; topics in vector calculus
Q/02366, Q/02412 2
106 ANALISIS 515 Ant c Anton, Howard Calculus with analytic geometry, 5th New York: John Wiley
& Sons, 1995
Limits;Functions;Integration;Vector Q/02120, Q/02119,
Q/01489, Q/02410
4
107 ANALISIS 515 Apo c Apostol, Tom M. Calculus vol.2 multivariable calculus and linear
algebra with applications to differential equations
and probality
New York: John Wiley
& Sons, 1969
M/03994 1
108 ANALISIS 515 Apo m Apostol, Tom M. Mathematical analysis, 2nd ed. Menlo Park: CA
Addison Wesley, 1974
Mathematical analysis; Apostol, Tom M; Mathematical analysis; Real
numbers; Sets theory; Set topology; Limits; Continuity; Derivatives;
Bounded variation; Rectifiable curves; Riemann stieltjes; Integral; Infinite
series; Infinite productl Sequences; Lebesgue integral; Fourier;
Multivariable; Differential calculus; Residue calculus; Cauchy theorem
M/03474, M/03983,
M/04669, Q/02114,
Q/02413
5
109 ANALISIS 515 App Hughes-Hallett
Deborah...[et.al]
Applied calculus New York: John Wiley
& Sons, 1999
Functions and Change; Rate of Change: Derivative; Accumulated Change:
Definite Integral; Short-Cuts to Differentiation; Using the Derivative; Using
the Integral; Functions of Several Variables; Differential Equations
Q/00736, Q/00737,
Q/02115
3
110 ANALISIS 515 Aub a Aubin, Jean-Pierre Applied abstract analysis New York: John Wiley
& Sons, 1977
M/03668 1
111 ANALISIS 515 Ayr s Frank Ayers ; Elliot
Mendelson
Schaum's Outlines Calculus 5th ed New York ; McGraw
Hill
M/ 06403, M/06404 2
112 ANALISIS 515 Bar c Barnett, Raymond A. Applied calculus: for business, and economics, life
sciences and social sciences
San Francisco: Dellen
Publish, 1982
M/03473 1
113 ANALISIS 515 Bar e Bartle, Robert G. The Elements of real analysis, 2nd ed. New york: John Wiley
& Sons, 1975
set theory; Real Numbers; Topology of Cartesian Spaces; Convergence;
Continuous Functions; Functions of One Variable; Infinite Series;
Differentiation; Integration
Q/02108, Q/02370,
Q/02103, Q/02112,
Q/02109, Q/02110,
Q/02111, M/04916
8
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114 ANALISIS 515 Bar i Bartle, Robert G. Introduction to real analysis, 2nd ed. New York: John Wiley
& Sons, 1992
Real Analysis; Bartle; Sherbert; Real Numbers; Sequences; Limits;
Continuous Functions; Differentiation; Riemann Integral; Sequences of
Functions; Infinite Series; Topology of R
Q/01485, Q/02113,
Q/01608, Q/02414,
Q/03969, M/04928,
M/03472, M/04557,
M/04983
9
115 ANALISIS 515 Bar i Bartle, Robert G. Introduction to real analysis, 3rd ed. New York: John Wiley
& Sons, 2000
Real numbers; Sequences and series; Limts; continuous functions;
Differentiation; Riemann integral; Sequences of functions; Infinite series;
generlized riemann integral; glimpse into topology
Q/01223, Q/03875,
M/05599, M/05564,
M/04941, M/05352,
M/04985, M/03968,
M/05075, M/05046,
M/05785, M/06534,
M/06558, M/07402,
M/07549
15
116 ANALISIS 515 Bar i Bartle, Robert G. Introduction to real analysis, 4th ed. Willey, 2011 Real numbers; Sequences and series; Limts; continuous functions;
Differentiation; Riemann integral; Sequences of functions; Infinite series;
generlized riemann integral; glimpse into topology
M/06960. M/06959,
M/06979, M/06980,
M/06981, M/06982,
M/06983, M/07389,
M/07390, M/07681,
M/07682, M/08011,
M/08012, M/08013,
M/08014, M/08015,
M/08016, M/08017
18
117 ANALISIS 515 Bar i Bartle, Robert G Introduction to real analysis 1st ed Canada: John Wiley &
Sons, 1927
M/04919, M/03471,
M/02899, M/03758,
M/03669 (Koleksi
disisihkan ke gudang)
5
118 ANALISIS 515 Bau c Bauldry, William C. Calculus projects with maple a Tool, not an oracle,
2nd
San Francisco:
Brooks/Cole, 1996
Calculus Project-Maple; Orecle; Bauldry; Fielder; Slopes-Functions; Graphs-
Polynomial Functions; Approximating Zeroes-Functions; Euler Methods;
Simple Graowth Model Rational Functions; Applied Optimations; Finite-
Infinite; Riemann Sums, Monotone Functions; Definite Integrals-Computing
Accuracy; Remembrance-Thongs Past; Financial Mathematics; Catenary;
Inductive Vertification; Differential Equations; Polynomial-Convergence;
Polar Coordinates; Introduction-Maple;
Q/02411, Q/00587 2
119 ANALISIS 515 Bea l Beardon, Alan F. Limits a new approach to real analysis New York: Springer,
1997
sets and functions; real and complex numbers; limits; bisection arguments;
infinite series; periodic functions; squences; continuous; derivative;
integration;
Q/00846, M/00849 2
120 ANALISIS 515.1 Bel f Belding, David F. Foundations of analysis New Jersey: Prentice-
Hall, 1991
Analysis-Foundations; Belding; Mitchell; Real Number System; Functions,
Limits; Continuity; Differential-Integration; Squences-Series; Calculus-
Dimensions; Line Integrals-Gree-Theorem; Complex Analysis
Q/01472 1
121 ANALISIS 515 Ber c Berresford, Geoffrey C. Calculus with finite mathematics Boston: Houghton
Mifflin, 1999
Calculus; Finite Mathematics; Berresford; Rockett; Finite mathematics;
Mathematics-Finance; Matrices-Systems-Equations; Linear Programming;
Probability; Statistics; Derivatives-Their Uses; Futher Applications-
Derivatives; Exponential-Logarithmic Functions; Integration-Applications;
Integration Techniques-Differential Equations; Calculus-Several Variables
Q/01955 1
122 ANALISIS 515 Ber f Berberian, Sterling K. Fundamentals of real analysis New York: Springer,
1999
foundations; lebesgue measure; topology; lebesgue integral; differentiation;
function spaces; product measure; differential equations; measure and
integration
Q/03999 1
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
123 ANALISIS 515 Bil p Biler, piotr Problems in mathematical analysis Moscow: Peace
Publishers [s.a], 1990
Real and Complex numbers; Sequences; Series; Functions of one real
variable; Functional equations and Functions of several variables; Real
analysis, Measure and Integration; Analytic functions; Fourier series;
Functional analysis
Q/01471, M/03488,
M/03478 ( 2 koleksi
disishkan digudang)
3
124 ANALISIS 515 Bin m Binmore, K.C. Mathematical analysis a straight forward approach,
2nd ed
New York: Cambridge
University Press, 1982
M/03482 1
125 ANALISIS 515 Bla c Blank, Albert A. Calculus I Boston: Houghton
mifflin Company [s.a]
M/03481, M/03480 2
126 ANALISIS 515 Bra c Bradley, Gerald L. Calculus Upper Saddle River,
NJ: Prentice-Hall, 1995
Q/01957 1
127 ANALISIS 515 Bra c Bradley, Gerald L. Calculus, 2nd Upper Saddle River,
NJ: Prentice-Hall, 1999
Calculus; Bradley; Smith; Functions and Graphs; Limits and Continuity;
Differentiation; Additional Applications of Derivative; Integration; Additional
Applications of the Integral; Methods of Integration; Infinite Series; Polar
Coordinates and Parametric Forms; Vectors in the Plane and Spase; Vector-
Valued Functions; Partial Differentiation; Multiple Integration; Vector
Analysis; Introduction to Differential Equations
Q/01956, Q/01953,
Q/02416, Q/01954
4
128 ANALISIS 515 Buc a Buck, R. Reighton Advanced calculus,2nd ed. Tokyo: McGraw-Hill
Kogakusha, 1965
M/03786 1
129 ANALISIS 515 Bud k Budhi, Wono Setya Kalkulus peubah banyak dan penggunaannya Bandung: ITB, 2001 M/06236 1
130 ANALISIS 515 Bur s Burkill, J.C. A Second course in mathematical analysis London: Cambridge
University Press, 1970
M/03583 1
131 ANALISIS 515 Cal Ross L. Finney ...[et.al] Calculus: a complete course, 2nd Reading, MA: Addison-
Wesley, 2000
Calculus; Limits, countinuity; Derivatives; Application-derivatives; Definite
integral; Differential equations, Mathematical modeling; Application-definite
integrals; Improper integrals; Partial fractions; Infinite series; parametric,
vector, Polar functions; Vector, analysis geometry-spaces; Vector-valued
functions, motion-space; Multivariable calculus; Multiple integrals;
Integration-vector fileds
Q/01952 1
132 ANALISIS 515 Cal Hughes-Hallett, Deborah Calculus: single and multivariable, 2nd New York: John Wiley
& Sons, 1998
Calculus; Single-Multivariable; Library-Functions; Concept: Derivative,
Definite Integral; Short-Cuts-Differentiation; Using-Derivative; Contructing
Antiderivatives; Integration; Using-Definite Integral; Approximations-Series;
Differential Equations; Functions-Several Variables; Fundamental Tool:
Vectors; Differenting Functions-Many Variables; Optimization: Local-Global
Extrema; Integrating Functions-Many Variables; Parameterized Curves;
Vector Fields; Line Integrals; Flux Integrals; Calculus-Vector Fields
Q/04143 1
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133 ANALISIS 515 Cal c Weisbecker, H. The Calculus Problem Solver a complete solution
guide to any textbook
New Jersey: Research
& Education Ass.,
2000
inequalities; absolute values; limits; continuity; dervative method;
differentiation of algebraic functions; differentiatin of trigonometric functions;
differentiation of inverse trigonometric functions; differentiation of
exponential and logarithmic functions; differentiation of hyperbolic functions;
implicit differentiatin; parametric equations; indeterminate forms; tangents
and normals; maximum and minimum values; applied problems in maxima
and minima; curve tracing; curvature; related rates; differentials; partial
derivatives; total differentials, total derivatices and applied problems;
fundamental integration; trigonometric integrals; integration by partial
fractions; trigonometric substitutions; integration by parts; improper
integrals; arc length; plane areas; solids: volumes and areas; centroids;
moments of inertia; double iterated integrals; triple integrals; masses of
variable density; series; law of the mean; motion: rectilinear and curvilinear;
advanced integration methods; advanced differential equations; applied
problems in differential equations; fluid pressure forces; energy; electricity
Q/00752, Q/00751 2
134 ANALISIS 515 Cou i Courand, Richard Introduction to calculus and analysis volume 2 New York: Springer,
1989
Function of Several Variables and Derivatives; Vectors, Matrices, Linear
Transformation; Developments and Applications of the Differential Calculus;
Multiple Integrals; Relations Betwen Surface and Volume Integrals;
Differential Equations; Calculus of Variations; Functions of a Complex
Variable; Courant; John
Q/01950 1
135 ANALISIS 515 Cou i Courant, Richard Introduction to calculus and analysis vol.2 New York: John Wiley
& Sons, 1974
M/03494 1
136 ANALISIS 515 Cou i Courant, Richard Introduction to calculus and analysis volume 1 New York: Springer
Verlag, 1989
concept of Functions; elementary functions; fundamentals ideas of the
integral and differential calculus; tehcniques of calculus; applications in
physics and geometry; taylor expansion; numerical methods; infinite sums
and products; trigonometric series; differential equations for the simplest
types of vibration
Q/01951, M/03479 2
137 ANALISIS 515 Dan a Danese, Arthur E. Advanced calculus an introduction to applied
mathematics vol.1
Boston: Allyn and
Bacon Inc., 1965
M/03785 1
138 ANALISIS 515 Dou i Douglass, Steven A. Introduction to mathematical analysis Reading, MA: Addison-
Wesley, 1996
Mathematical Analysis; Douglass; Structure of the Real Numbers;
Euclidean Spaces; Continuity; Differentiation; Functions of Bounded
Variations; Riemann Integral; Riemann-Stieljets Integral; Differential
Calculus; Vector-Value Functions; Multiple Integrals; Infinite Series; Series-
Functions; Improper Integrals; Fourier Series
Q/01969 1
139 ANALISIS 515 Edw a Edwards, Harold M Advanced calculus : a differential forms approach Boston:
Birkhauser,1969
M/05101 1
140 ANALISIS 515 Edw c Edwards, C. Henry Calculus, 6th ed. Upper Saddle
River,NJ: Pearson,
2002
Calculus; Functions; Graphs; Models; Integral; Transcendental; Differential
Equations; vectors; curves; space; partial; multiple; parametric
Q/00704, Q/00695 2
141 ANALISIS 515 Fin c Finney, Ross L. Calculus, 2nd Reading, MA: Addison-
Wesley, 1994
Prequisites for calculus; Limits and continuity; Derivatives; applications of
derivatives; Integration; Transcendental functions; Applications of interation;
Technques of integration; Infinite series; Conic section, parametrized
curves, and polar coordinates; Vector and analytic geometry in space;
Vector-valued functions; Partial derivatives; Multiple integrals; Integration in
vector fields
Q/01967, Q/01966 2
142 ANALISIS 515 Fog a Forgiel M. [et al] The Advanced Calculus Problem Solver a
complete solution guide to any textbook
NJ: Research &
Education Association,
1999
point set theory; vector spaces; continuity; elements of partial
differentiation; theorems of differentiatin; maxima and minima; theory of
integration; linear integrals; improper integrals; infinite sequences; infinite
series; power series; fourier series; complex variables; laplace transforms;
fourier transforms; differential geometry; micellaneous problems and
applications
Q/04028, Q/04027 2
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143 ANALISIS 515 Fol r Folland, Gerald B. Real analysis modern techniques and their
applications
New York: John Willey
& Sons, 1999
prologue; language of set theory; measuresintegration; signed measures
and differentiation; point set topology; elements of functional analysis;
spaces; random measures; elements of fourier analysis; elements of
distributions theory; topics in probability theory; more measures and
integrals
Q/01965, Q/01958 2
144 ANALISIS 515 Ful a Fulks, Waston Advanced calculus an introduction to analysis New York: John Wiley
& Sons, 1961
M/03783 1
145 ANALISIS 515 Gau i Gaughan, Edward D Introduction to Analysis,5th ed Boston: Brooks/cole
publish, 1997
M/05085 1
146 ANALISIS 515 Gel c Gelbaum, Bernard R Counterexamples in analysis New York: Dover
Publis, 2003
Several variable; Calculus; Goffman; Euclidean spaces; Vector space;
Mappings; Differentials; Manifolds; Vector analysis; Topological spaces;
Grassman-algebra; Cross-product; Gradient; Divergence; Curi; Harnacks
convergence theorem; Determinant; Taylaors theorem
M/05395, M/06238 2
147 ANALISIS 515 Gas e Gaskill, Herbert S. Elements of real analysis Upper Saddle River,
NJ: Prentice-Hall, 1998
Elements; Real Analysis; Gaskill; Parayanaswami; Basic Concepts; Limits-
Sequences; Limits-Functions; Litle Topology; Differentiation; Integration;
Infinite Series-Constants; Sequences-Functions; Infinite Series-Functions;
Transendental Functions; Set Theory
Q/01671, Q/01672,
Q/01670, M/07047,
M/07048, M/07049
6
148 ANALISIS 515 Gof c Goffman, Casper Calculus of several variable New York: Harper &
Row, Publisher, 1965
M/03487 1
149 ANALISIS 515 Gof i Goffman, Casper Introduction to real analysis New York: Harper &
Row, 1966
M/03675 1
150 ANALISIS 515 Gol m Goldberg, Richard R. Methods of real analysis Massachusetts:
Blaisdell Pubishing,
1964
M/03670, M/03671 2
151 ANALISIS 515 Gor r Gordon, Russell A. Real analysis a first course, 2nd Boston: Addison -
Wesley, 2001
real numbers; sequences; limits and continuity; differentiation; integration;
infinite series; sequences and series of functions; point set topology;
mathematical logic; sets and functions; mathematical induction
Q/02418, Q/01962 2
152 ANALISIS 515 Gra t Graves, Lawrence M. The Theory of functions of real variables New York: McGraw-Hill
Book Company, 1956
M/02863, M/04860 2
153 ANALISIS 515 Haa c2 Haaser, Norman B. A Course in mathematical analysis vol II
intermediate analysis
Massachusetts:
Blaisdell Publishers
Com, 1964
M/03486 1
154 ANALISIS 515 Ham c Hamming, Richard W. Calculus and the computer revolution Boston: Houghton
Mifflin Company, 1966
M/03602 1
155 ANALISIS 515 Han k Handali, D. Kalkulus perubah banyak Bandung ITB 1979 M/03774, M/03773 1
Koleksi dimasukan
ke gudang
2
156 ANALISIS 515 Har p Hardy, F. Lane Precalculus mathematics,2nd ed Columbus: Charles E.
Merrill, 1971
M/03485 1
157 ANALISIS 515 Has w1 Hastings, N.B., P. Laws Workshop Calculus: Guided Exploration with
Review: Vol 1
New York: Springer,
1996
Functions; Function construction; Function classes; Limits; Derivatives;
Integrals; modeling situations; analyzing linear functions; analyzing smoth
curves; representing functions; combining functions; reflexting functions;
polynomial and rational functions; trigonometric functions; exponential and
logarithmic functions; fitting curves to discrete functions; limiting behavior of
functions; continuity, limits, and substitution; derivatives; definite integral
Q/02415 1
158 ANALISIS 515 Has w2 Hastings, N.B., P. Laws Workshop Calculus: Guided Exploration with
Review: Vol 2
New York: Springer,
1996
Q/02417 1
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
159 ANALISIS 515 Hof c Hoffmann, Laurence D. Calculus for business, economics and the social
and the life science, 7th
New York: McGraw-
Hill, 2000
Calculus; Business; Economic; Social; Life Sciences; Hoffmann; Bradley;
Functions, Graph, Limits; Differential Basic Concepts; Additional
Applications; Exponential-logarithmic Functions; Integration; Fither Topics-
Integration; Caclulus-Several Variables
Q/01961, Q/01960 2
160 ANALISIS 515 Kap a Kaplan, Wilfred Advanced calculus, 4th ed. Reading, MA: Addison-
Wesley, 1991
Vectors, matrices; Differential calculus-functions, several variables; Vector
differential calculus; Integral calculus-functions, several variables; Vector
integral calculus; Infinite series, Orthogonal fucntions; Functional-complex
varibles; Partial differential equations
Q/01959 1
161 ANALISIS 515 Kap a Kaplan, Wilfred Advanced calculus Reading, Mass. :
Addison-wesley Pub.,
1952
M/03706 1
162 ANALISIS 515 Ker a Kerami,Djati Materi Pokok Analisis Jaringan 1-
9/MATA4443/3Sks Djati Kerami
Jakarta: Universitas
Terbuka, 2007
M/05605, M/05604 2
163 ANALISIS 515 Kit c Kitchen, Joseph W. Calculus of one variable Reading, Mass:
Addison-Wesley, 1968
M/03603 1
164 ANALISIS 515 Kla r Klambauer, Gabriel Real analysis New York: American
Elsevier Publishing,
1973
M/03674 1
165 ANALISIS 515 Lan a Lang, Serge Analysis I Massachusetts:
Addison Wesley, 1988
M/03606 1
166 ANALISIS 515 Lan s Lang, Serge A Second course in calculus,2nd ed Massachusetts:
Addison Wesley, 1968
M/03605, M/03608 2
167 ANALISIS 515. Lan r Lang, Serge Real and functional analysis, 3rd ( Graduate texts
in Mathematics )
New York: Springer,
1993
general topology; sets; topology spaces; countinuous functions on compact
sets; banach and hilbert spaces; banach spaces; hilber space; integration;
general integral; duality and representation theorems; applications of
integration; integration and measures on locally compact spaces; riemann
stieltjes integral and measure; distributions; integration on locally compact
groups; calculus; differential calculus; inverse maping and differential
equations; functional analysis; open mapping theorem, factor space, and
duality; spectrum; compact and fredholm operators; spectral theorem for
bounded hermitian operators; futher spectral theorems; spectral measures;
global analysis; manifolds; integration and measures on manifolds
Q/01994, Q/01993,
Q/01992, Q/03916
4
168 ANALISIS 515 Lei c Leithold, Louis The Calculus 7 New York: Harper
Collins, 1995
functions, limits and continuity; derivative and differentiation; behavior of
functions and their graphs, extreme functions values; definite integral and
integration; logarithmic, exponential, inverse trigonometric, and hyperbolic
functions; additional applications of the definite integrals; polynomial
approximations, sequences and infinite series; parametric equations, plane
curves and polar graphs; vectors and planes, lines and surfaces inspace;
vector valued functions; differential calculus of functions of more than one
variable; multiple integration; introduction to the calculus of vector fields
Q/01210 1
169 ANALISIS 515 Mal p Malik,S.C Principles of Real Analysis New Delhi: New Age
International, 1982
M/05682 1
170 ANALISIS 515 Mar c1 Marsden, Jerrold Calculus I New York: Springer-
Verlag, 1985
Derivatives and Limits; Rates of Change and chain rule; Graphing and
Maximum-Minimum Problems; Integral; Trigonometric Functions;
Exponentials and Logarithms; Marsden; Weinstein
Q/01987, Q/01985 2
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
171 ANALISIS 515 Mar c2 Marsden, Jerrold Calculus II, 2nd New York: Springer,
1985
Basic Methods of Integrations; Application of Integration; Futher Techniques
and Applications Integrations; Limits, Rule, Numerical Methods; Infinite
Series; Marsden; Weinstein
Q/01988, Q/01986 2
172 ANALISIS 515 Mar e Marsden, Jerrold E Elementary Classical Analysis San Francisco:
W.H.Freeman, 1974
M/05349 1
173 ANALISIS 515 Mat i Mattuck, Arthur Introduction to analysis Upper Saddle River,
NJ: Prentice-Hall, 1999
Real numbers; Monotone sequences; Estimations, Approximations; Limits-
sequence; Error term; Limit theorems-sequences; Infinte series; Power
series; Functional-variable; Local; Global behavior; Intermediate value
theorem; Countinuous functions; Compact intervals; Differentiations;
Convexity; Linearization; Taylor applroximation; Integrability; Riemann
integrals; Derivatives, integrals; Improper integrals; Infinite sets; Differential
improper integrals
Q/01982 1
174 ANALISIS 515 Men s Mendelson, Elliott Schaum's outlines beginning calculus, 3rd ed. New York; McGraw-
Hill, 2008
Limits; special limits; continuity; slope of a tanget line; derivative; maximum
and minimum problems; chain rule; implicit diffrentiiation; mean-value
theorem; sign of the derivative; functions; their graphs; coordinate system;
symmetry; straight lines; angle measure; graphs; natural algorithm;
fundamental theorem; integral; appriximation; l'hopital rule; trigonometric;
geometric; inverse
M/06371 1
175 ANALISIS 515 Mil c Miller, Robert Bob miller's Calc for the clusterss, Calc I, 2nd ed. New York: McGraw-
Hill, 1991
the beginning - Limits; Basics; Curve sketching made easy; word problems
made easy; Integral applications; Odds and ends
Q/01984 1
176 ANALISIS 515 Mun a Munkers, James R. Analysis on manifolds Redwood City:
Addison Wesley Publ,
1991
M/03189 1
177 ANALISIS 515 Mun s Mundit, Armawi K. Soal pembahasan advanced calculus si (metric),
jil.2
Bandung: Armico,
1986
M/03440, M/04898 2
178 ANALISIS 515 Olm a Olmsted, john M.H. Advanced calculus New York: Appleton
Century-Crofts, 1959
M/03707 1
179 ANALISIS 515 Par i Parzynski, William R. Introduction to mathematical analysis Auckland: McGraw-
Hill, 1982
M/03607 1
180 ANALISIS 515 Par m Parker, Richard Maple for basic calculus Albany, NY: Delmar,
1997
Maple; Parker; Precalculus; difference Quotient, Limits, Continuity;
derivative: Concepts and Techniques; Application of Derivatives;
integration: concepts and Techniques; techniques of Integration Using
Maple; Squences and Series; Differential Equations
Q/01981, Q/01980 2
181 ANALISIS 515 Pol p1 Polya, Geroge Problems and theorems in analysis I New York: Springer
Verlag, 1998
infinite series and infinite sequences; operation with power series; linear
transformation of series: a theorem os cesaro; structure of real sequences
and series; miscellaneous problems; integration; integral as the limit of a
sum of rectangles; inequalities; some properties of real functions; various
type of equidistribution; functions of large numbers; functions of one
complex variable: general part; complex numbers and number sequences;
mapping and vector fields; some geometrical aspects of complex variables;
couchy theorem: the argument principle; sequences of analytic functions;
maximum principle
Q/01978, Q/01979 2
182 ANALISIS 515 Pol p2 Polya, George Problems and theorems in analysis II Berlin: Springer, 1998 Function of one Complex Variables, mazimum term and central index,
maximum modulus and number of zeros; schlicht mapplings; miscellaneous
problems; location of zeros; rolle theorem and descartes rule sings;
geometry of the complex plane and the zeros of polynomials; miscellaneous
problems; polynomials and trigonometric polynomials; determinants and
quadratic form; number theory; arithmetical functions; polynomials with
integral coefficients and integral value functions; arithmetical aspects of
power series; some problems on algebraic integers; miscellaneous
problems; geometric problems
Q/01975, Q/01977 2
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
183 ANALISIS 515 Pro f Protter, Murray H. A First course in real analysis, 2nd Berlin: Springer, 1991 Real Analysis; Course; Protter; Morrey; Real Number System; Continuity
and Limits; Properties of Functions; Elementary Theory of integration;
Differentiations; Integration; Infinite Sequences and infinite Series; Fourier
Series; Function Defined by integrals; improper integrals; riemann stieltjes
integral and functions of counded variation; Contaction Mappings, Newton
Methods; Inplicit Function Theorems and langrage multipliers; Functions
Matric Spaces; Approximation; Vector Fields Theory; theorems of green
and stokes
Q/02020 1
184 ANALISIS 515 Rad p Radulescu, Theodora
Liliana T
Problems in Real Analysis : advanced calculus on
the real axis
Springer, 2009 limits of functions; continuity; differentiability; convex function; inequalities
and extremum problem; antiderivatives; rieman integrability; application of
the integral calculus; basic element of set theory; topology of the real line
M/07757, M/07758,
M/07759
3
185 ANALISIS 515 Ree f Reed, Michael C. Fundamental ideas of analysis New York: John Wiley
& Sons, 1998
Fundamental Ideas; Analysis; Reed; Sequences; Riemann Integral;
Differentiation; Sequences of Functions; Series of Functions; Differetial
Equations; Complex Analysis; Fourier Series; Probability Theory
Q/01974 1
186 ANALISIS 515 Rog m Rogers, Hartley Multivariable calculus with vectors New Jersey: Prentice
Hall, 1999
euclidean geometru in three dimensions; geometric vectors and vector
algebra; vector algebra with cartesian coordinates; analytic geometry in
three dimensions; calculus of one variable vector functions; curves;
cylindrical coordinates; scalar dields and scalar functions; linear
approximation; the gradient; chain rule; using the chain rule; maximum
minimum problems; constrained maximum minimum problemsl multiple
integrals; iterated integrals; itegrals in polar, cylindrical, or spherical
coordinates; curvinear coordinates and change of variables; vector fields;
line integrals; coservative fields; surfaces; surface integrals; measures and
densities; green theorem; divergence theorems; curl and stokes theorem;
mathematical applications; physical applications; vectors and matrices;
solving simultaneous equations ; deter,omats; matrix algebra; subspaces
and dimension; topic in linear algebra
Q/01817, Q/03914 2
187 ANALISIS 515 Ros i Rosenlicht, Maxwell Introduction to analysis New York: Dover
Publicatons, 1968
M/03609 1
188 ANALISIS 515 Roy r Royden,H.L. Real analysis New York: The
MacMillan Company,
1963
M/03673 1
189 ANALISIS 515 Roy r Royden, H.L. Real Analysis, 3rd ed. New York: Macmillan,
1998
Functional Analysis;Real variables;Measure theory;set theory;metric
spaces;banach spaces;integration theory
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M/06396, M/06397,
M/06398, M/07124,
M/07125, M/07491
8
190 ANALISIS 515 Roy r Royden, H.L. Real Analysis, 4th ed. M/07126, M/07127 2
191 ANALISIS 515 Rud p Rudin, Walter Principles of mathematical analysis, 2nd ed. New York: McGraw-Hill
Book Company, 1964
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192 ANALISIS 515 Rud p Rudin, Walter Principles of mathematical analysis, 3rd ed. Tokyo McGraw-Hill
Kogakhusta 1976
M/05316, M/03610 2
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193 ANALISIS 515.9 Rud r Rudin, Walter Real and complex analysis, 3rd ed. New York: McGraw-
Hill, 1987
Real-Complex; Analysis; Rudin; Abstract Integration; Positive Rorel
Measures; Spaces; Elementary Hilbert Space Theory; Examples-Banck
Space Techniques; Complex Measures; Differentiation; Integration-Product
Spaces; Fourier Transforms; Elemetary Properties-Holomorphic Functions;
Harmonic Functions; Maximum Modul Principle; Approximation-Rational
Functions; Conformal Mapping; Zeros-Holomorfhic Functions; Analytic
Continuation; Elementary Theory-Banach Algebras; Fourier Transforms
Q/01971, Q/01973,
Q/01972, M/03697 2
Koleksi dimasukan
ke gudang
4
194 ANALISIS 515 Rud r Rudin, Walter Real and complex analysis New York: McGraw
Hill, 1966
M/04871 1
195 ANALISIS 515 Saf s Safier, Fred Schaum Outlines Precalculus Crash Course Sham Outline Series,
2002
M/06651, M/06652 2
196 ANALISIS 515 Saf s Safier, Fred Schaum Outlines Precalculus Mcgraw Hill, 1998 M/06653 1
197 ANALISIS 515 Sal c Etgen, Garret J. Salas and Hille's Calculus one and several
variables, 8th ed
New York: John Wiley
& Sons, 1999
limits and continuity; differentiation; mean valu theorem and applications;
integration; applications of the integral; transcendental functions; techniques
of integration; conic sections; polar coordinates; parametric equations;
sequences; indeterminante form; improper integrals; infinite series; vectors;
vector calculus; functions of several variables; gradients; extreme values;
differentials; double and triple integrals; line integrals and surface integrals;
elementary differential equations
Q/00909, Q/00828 2
198 ANALISIS 515 Sal t Salusu, A. Teori dan Penyelesaian Kalkulus Lanjutan Jakarta: Graha Ilmu,
2003
M/04560 1
199 ANALISIS 515 See c Seeley, Robert T. Calculus of one and several variabel,3rd ed. Glenview Scott:
Foresman and
Company, 1973
M/03612 1
200 ANALISIS 515 See c Seeley, Robert T. Calculus of one variable, 2nd ed. Glenview, III: Scott,
Foreman and
Company, 1972
M/03621 1
201 ANALISIS 515 Sch i Schramm, Michael J. Introduction to real analysis Englewood Cliffs, NJ:
Prentice-Hall, 1996
Building proods; Fine, infinite, even bigger; Algbera-real numbers; Ordering,
intervals, neighborhoods; Structure-real number systems; Upper bounds,
suprema; Nested intervals; Cluster points; Topology-real numbers;
Sequences; Compact sets; Conected sets; Topics- calculus; Differentiation;
Integration; Interchanging limits processes; Selcted shorts; Incresing
functions
Q/04685, Q/01669,
Q/02363
3
202 ANALISIS 515 She c Shenk, Al Calculus, preliminary edition vol.1 Massachusetts:
Addison Wesley, 2000
mathematical models, functins, and graphs; derivaties and applications;
integrals and applications; first order differential equations; sequences and
series; conic section and polar coordinates
Q/04687 1
203 ANALISIS 515 Sno e Snow, Joanne E. Exploratory examples for real analysis USA: The Math.
Association of
America, 2003
M/04926, M/04927,
M/05400, M/05406,
M/05522, M/05537
6
204 ANALISIS 515 Soe k Soemartoyo, N. Kalkulus ed.3 Jakarta: Universitas
Indonesia, 1981
M/05027, M/05592 2
205 ANALISIS 515 Soe k Soemartoyo, Noeniek Kalkulus,2nd ed. Jakarta: Erlangga,
1986
M/03594 1
206 ANALISIS 515 Soe k Soemartoyo, Noeniek Kalkulus Dasar, 2nd ed Jakarta: FE-UI, 1992 M/05026 1
207 ANALISIS 515 Soe k1 Soemartoyo, Noeniek Kalkulus 1 Jakarta: Universitas
Indonesia Press, 1981
M/03525, M/03524,
M/03523
3
208 ANALISIS 515 Soe k2 Soemartoyo, Noeniek Kalkulus II Jakarta: UI Press,
1981
M/03838 1
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
209 ANALISIS 515 Spi k Spiegel, Murray Teori dan soal-soal kalkulus lanjutan (versi
si/metrik)
Jakarta: Erlangga,
1992
M/04612, M/03384,
M/06547, M/06548
4
210 ANALISIS 515 Spi t Spiegel, Murray R. Schaum's outline of theory and problems of
advanced calculus, metric edition
New York: McGraw-Hill
Book Company, 1973
M/04779, M/03714,
M/03713, M/03708,
M/03711, M/03712,
M/03709, M/03710,
M/05565, M/05025
10
211 ANALISIS 515 Ste c Stewart, James Calculus, 4th ed. Toronto: Brook/Cole,
1999
functions and models; limits and rates of change; derivatives; applications
of differentiation; integrals; applications of integration; inverse runctions:
exponential, logarithmic, and inverse trigonometric functions; techniques of
integration; futher applcations of integration; differential equations;
parametric equations and polar coordinates; infinite sequences and series;
vectors and the geometry of space; vector functions; partial derivatives;
multiple integrals; vector calculus; second order differential equations
Q/00827, Q/00801 2
212 ANALISIS 515 Ste k Stewart, James Kalkulus edisi ke 5 Buku 2 Cengage Learning,
2010
M/07944, M/07946 2
213 ANALISIS 515 Sto i Stoll, Manfred An Introduction to real analysis, 2nd Boston: Addison
wesley, 2001
Q/01668, Q/01667,
Q/03895
3
214 ANALISIS 515 Str c Strauss, Monty J. Calculus, 3rd ed. Upper Saddle
River,NJ: Pearson,
2002
functions and graphs; limits and continuity; differentation; additional
applications of the derivative; integration; additional applications of the
integral; methods of integration; infinite series; vectors in the plane and in
space; vector valued functions; partial differentiation; multiple integration;
vector analysis; introduction to differential equations
Q/00824 1
215 ANALISIS 515 Tan c Tan, S.T. Calculus for managerial, life and social sciences Boston: Prindle Weber
& Schmidt, 1996
M/03613 1
216 ANALISIS 515 Tho c Thomas, George B. Calculus, 2nd ed. New Jersey: Addison
Wesley Publishing,
1962
M/03620 1
217 ANALISIS 515 Tho t Thomas, George B. Jr Thomas' calculus, 10th Boston: Addison-
Wesley, 2001
Limits and continuity; Derivatives; Applications of derivatives; Integration;
Applications of integrals; Trancendental functions and Differential
equations; Integration techniques; Infinite series; Vectors-plane; Polar
functions; Vector sapces-motion; Multivariable functions; Multiple integrals;
Integration in vector fields
Q/03957, Q/03937,
Q/03913, Q/01513,
Q/02365
5
218 ANALISIS 515 Tor t Toralbolla, L.V. Theory of functions a unifield presentation Columbus: Charles E.
Merrill, 1963
M/03694 1
219 ANALISIS 515 Var c Varberg, Dale Calculus, 7th ed. Upper Saddle River,
NJ: Prentice-Hall, 1997
Functions-Limits; Derivative; Applications-Derivative; Integral; Applications-
Integral; Trancendental Functions; Techniques-Integration; Indeterminate
Forms; Integral; Numerical Methods, Approximations; Infinite Series; Conics-
Polar Coordinates; Geometry-Plane, Vector; Geometry-Space, Vector;
Derivative-Space; Integral-Space; Vector Calculus; Differential Equations;
Varberg; Purcell
Q/02358, Q/04104,
Q/04111, Q/03965,
Q/03911, Q/03942,
Q/02357, Q/00615,
Q/00581, Q/04088,
M/03502, M/03501,
M/03495, M/03498,
M/03496, M/03500,
M/03497, M/03499
18
Page 50 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
220 ANALISIS 515 Var c Varberg, Dale Calculus, 8th ed. Upper Sadle River, NJ:
Prentice-Hall, 2000
Functions-limits; Derivative; Application-derivative; Integral; Application-
integral; Transcendental functions; Techniques-integration; Indeterminate
form; Improper integrals; Indeteminate forms; Improper integrals; Infinite
series; Numerical methods; Approximations; Conics; Polar Coordinates;
Geometry-plane; Vector; Geometry-space; Derivative-space; Integarl-
space; Vector calculus; Differential equations
Q/03912, Q/04040,
Q/03932, Q/04183,
Q/03958, Q/03936,
M/05700, M/05738,
M/05737, M/06823
10
221 ANALISIS 515 Var c Varberg, Dale Calculus, 9th ed. Singapore: Prentice-
Hall, 2007
Kalkulus; Limit; Integral; Integrasi; Transenden; Varberg,Dale;
Purcell,Edwin J.
M/05830, M/05006,
M/05829, M/06259,
M/06676, M/06676
6
222 ANALISIS 515 Var k Varberg, Dale Kalkulus, Edisi 7 Jilid 1 Jakarta: Interaksa,
2001
M/05057, M/05402 2
223 ANALISIS 515 Var k Varberg,Dale Kalkulus, Edisi 8 Jilid 1 Jakarta: Erlangga,
2004
M/05571, M/05572,
M/05573, M/05703,
M/05702, M/05727,
M/05728, M/05729
8
224 ANALISIS 515 Var k Varberg,Dale Kalkulus, Edisi 8 Jilid 2 Jakarta: Erlangga,
2007
[M/05574, M/05575,
M/05576, M/05686,
M/05724, M/05725,
M/05726]
7
225 ANALISIS 515 Var k Varberg,Dale Kalkulus, Edisi 9 Jilid 1 Jakarta: Erlangga,
2010
M/06834, M/06835,
M/06836, M/06837,
M/06838, M/06839,
M/06840,M/06405,
M/06649, M/06649,
M/06650, M/06406,
M/06407, M/06408,
M/06928, M/06929,
M/07191, M/07551,
M/07701, M/06937,
M/07809, M/07833,
M/07850, M/07933
24
226 ANALISIS 515 Var k Varberg,Dale Kalkulus, Edisi 9 Jilid 2 Jakarta: Erlangga,
2011
M/06841, M/06842,
M/06843, M/06844,
M/06845, M/06925,
M/06926, M/06927,
M/06914, M/07002,
M/07003, M/07231,
M/07232, M/07233,
M/07511, M/07512,
M/07513, M/07514,
M/07515, M/07516,
M/07541, M/07542,
M/06938, M/07820
24
227 ANALISIS 515 Wad i Wade, William R. An Introduction to analysis, 2nd Upper Saddle River,
NJ: Prentice-Hall, 2000
differentiability; integrability; infinite series of real numbers; infinite series of
functions; euclidean spaces; topology of euclidean spaces; metric spaces;
differentiability; integration; fundamental theorems of vector calculus; fourier
series; differentiable manifolds
Q/02351, Q/02450 2
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228 ANALISIS 515 Wei a Weimer, Richard C. Applied calculus with technology London: Brooks/Cole,
1998
Applied Calculus; Technology; Weimer; functions; derivative; graphs and
applications of derivative; derivative; more properties; derivative of
logarithmic and exponential functions; integral; additional integration topics;
calculus of several variables
Q/02352 1
229 ANALISIS 515 Whi p Whipkey, Kenneth L. The Power of calculus,3rd ed New York: John Wiley
& Sons, 1979
M/03484 1
230 ANALISIS 515 Whi r White, A.J. Real analysis an Introduction London: Addison-
Wesley Publishing,
1968
M/03928 1
231 ANALISIS 515 Wid a Widder, David V. Advanced Calculus, 2nd ed. New York: Dover
Public, 1989
partial differentiation; partial differentiation continues; vectors; differential
geometry; differential geometry continued; applications of partial
differentiation; stieltjes integral; stieljes integral continued; multiple integrals;
line and surface integrals; limit and indeterminate forms; infinite series;
convergence of improper integrals; gamma function; fourier series; laplace
transform; applications of laplace transform
Q/04003, Q/04004,
Q/01217, M/06708
4
232 ANALISIS 515 Woo c Woods R. Grant Calculus mysteries and thrillers Washington: MAA,
1998
parabolic pool table; calculus for climatologists; case of the swivelling
spotlight; finding the salami curve; saving lunar station alpha; income policy
for mediocria; case of the cooling cadaver; designing dipsticks; case of the
dilded goose; sunken treasure; case of the alien agent
Q/01029, Q/01970,
Q/01976
3
233 ANALISIS 515 Wre s Wrede, Robert C. Schaum's Outlines of Theory and Problems of
Advanced Calculus, 2nd ed.
New York: McGraw-
Hill, 2002
Calculus; Theory-problem Q/01334, Q/00969,
M/05743, M/06225,
M/06685, M/06686,
6
234 ANALISIS 515 Wre s Wrede, Robert C. Schaum's Outlines of Theory and Problems of
Advanced Calculus, 3rd ed.
New York: McGraw-
Hill, 2010
Numbers ; sequences ; functions ; limits and continuity ; derivatives,
integrals, partial derivatives ; vectors applications of partial derivatives ;
multiple integrals ; survace integrals ; integrals theorms ; infinite series ;
improper integrals ; fourier series ; fourier integrals ; gamma and beta
functions ; functions of a complex varible
M/06681, M/06682,
M/06683, M/07093,
M/07094, M/07095,
M/07096
7
235 ANALISIS 515.025 Nov s Wijaya, Wilsan Step by Step Solving Calculus with Maple 13 Dep. Math FMIPA UI,
2010
M/06738, M/06739,
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3
236 ANALISIS 515.025 Sil k Silaban, Denny Riama Kalkulus dengan Maple 2 Jakarta: Matematika-
FMIPA-UI, 2002
M/05735, M/04787 2
237 ANALISIS 515.025 Sil k Silaban, Denny Riama Kalkulus dengan maple 1 Jakarta: Jurusan
Matematika FMIPA-UI,
2000
M/05672, M/05734 2
238 ANALISIS 515.076 Pas u Passow, Eli Schaum's outline of theory and problems of
understanding calculus concepts
New York: McGraw
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derivative; applications of the derivative; integral; application of the integral;
topic in integration; infinite series
Q/01351, Q/00848,
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3
239 ANALISIS 515.076 Sou p de Souza, Paulo Ney Berkeley Problems in Mathematics,2nd ed. New York: Springer,
2001
Basic Technical Mathematics; Calculus; Washington; Basic Algebraic
Operations; Geometry; Functions-Gaphs; Trigonometric Functions;
Systems-Linear Equations; Determinants; Factoring-Functions; Quadratic
Equations; Trigonometric Functions; Vector-Oblique Triangles; Graphs-
Trigonometric Functions; Exponents-Radicals; Complex Numbers;
Exponential-Logarithmic Functions; Additional Types-Equations, System-
Equations; Equations-Higher Degree; Determinants-Matrices; Inequalities;
Variation; Sequences-Binomial Theorem; Trygonometry; Plane Analytic
Geometry; Statistic-Empirical; Derivative; Integration; Differential Equations
M/04892, M/05603,
M/06261
3
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240 ANALISIS 515.078 Lop m Lopez, Robert J. Maple via calculus a tutorial approach Boston: Birkhauser,
1994
Lopez; Basic Plotting; parametric equations; optimizations problems;
interpolation; conic through five points; implicit functions; inverse functions;
partial fraction decomposition; derivatives by definition; implicit
differentiation; taylor polynomials; teching the definite integrals; deriiving
simpson rule; numerical integration; improper integrals; integration by trig
substitution; integration by parts; integration by parts twice; surface area of
a solid of revolution; separable differential equations; newton law of cooling;
logistic growth; hopital rule; lines and planes; curvature from every angel;
lagrange multiplier; ieterated integration
Q/01475, Q/01473,
Q/04134, Q/03909
4
241 ANALISIS 515.1 Cal a Callahan, James J Advanced Calculus: a geometric view (graduate
texts in mathematics)
New York; Springer,
2010
starting points; geometry of linear maps; approximations; derivative;
inverses; stoke's theorem; implicit function; critical point; double integrals;
evalutiong double integral; surface integrals; Callahan, James J
M/06456 1
242 ANALISIS 515.1 Gol c Goldstein, Larry J. Calculus and its applications, 9th ed. New Jersey: Prentice
Hall, 2001
functions; derivative; appliactions of derivative; techniques of differentiation;
exponential and natural logarithm functions; appliactions of the exponential
and natural logarithms functions; definite integral; functions of several
variables; trigonometric functions; techniques of integration; differential
equations;taylor polynomials and infinte series; probability and calculus
Q/01963, Q/00747,
Q/01468, Q/00719
4
243 ANALISIS 515.1 Miz c Mizrahi, Abe Calculus with applications to business and life
science
New York: John Wiley
& Sons, 1976
M/03491, M/03492 2
244 ANALISIS 515.1 Pir d Pirich, Donna Marie Discovering finite mathematics and calculus with
examples on the TI-85 and TI-82 a laboratory
approach
New York: John Wiley
& Sons, 1996
Discovering Vinite; Finite Mathematics; Calculus; TI; Pirich; Bigliani; the
basic arithmetic operations with graction and absolute values; exponents,.
radical and order of operations; algebraic expression; basic of graphing;
functions: domain and range; linear functions and inequalities; exponential
and logarithmic functions with business applications; quadratic functions: an
algebraic approach; matrix algebra; gouss jordan wlimination; solving
sustems of equations; counting techniquers and sequences; basic
statistical analysis; solving systems of equations; binomual theorem;
finance; limits; continuity; definition of the dirivative; drivative of a
polynomial; relative maxima and relative minimaabsolute maxima and
absolute minima; first derivative test; optimization; rate of change; derivative
of the exponential dunctions; antiderivatice and the indefinite integrals;
definite integral; area between two curves
Q/03908 1
245 ANALISIS 515.1 Pon o Ponidi Optimisasi Dinamik kalkulus variasi,kontrol optimal
& aplikasinya Ponidi
Jakarta: Jurusan
Matematika FMIPA-UI,
2002
M/05673 1
246 ANALISIS 515.1 Was b Washington, Allyn J. Basic technical mathematics with calculus, 6th Reading, MA: Addison-
Wesley, 1995
Basic Technical Mathematics; Calculus; Washington; Basic Algebraic
Operations; Geometry; Functions-Gaphs; Trigonometric Functions;
Systems-Linear Equations; Determinants; Factoring-Functions; Quadratic
Equations; Trigonometric Functions; Vector-Oblique Triangles; Graphs-
Trigonometric Functions; Exponents-Radicals; Complex Numbers;
Exponential-Logarithmic Functions; Additional Types-Equations, System-
Equations; Equations-Higher Degree; Determinants-Matrices; Inequalities;
Variation; Sequences-Binomial Theorem; Trygonometry; Plane Analytic
Geometry; Statistic-Empirical; Derivative; Integration; Differential Equations
Q/01469 1
247 ANALISIS 515.14 Che a Cheng, David K. Analysis of linear systems Reading, Mass :
Addison-Wesley
Company, 1959
M/03584 1
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
248 ANALISIS 515.14 Kap c Kaplan, Wilfred Calculus and linear algebra New York: John Wiley
& Sons Inc., 1971
M/03585 1
249 ANALISIS 515.15 Apo c Apostol, Tom M. Calculus vol.1 introduction with vectors and
analytic geometry
New York: Blaisdell
Publishing Company,
1961
M/03586 1
250 ANALISIS 515.15 Cal Earl W. Swokowski
..[et.al]
Calculus of several variables Boston: PWS
Publ.Co.m, 1994
Infinite Series; Parametric Equations and Polar Coordinates; Vector and
Surfaces; Vector-Valued Functions; Partial Differentiation; Multiple
Integrals; Vector Calculus; Differential Equations; Swokowski; Olinick;
Pence; Cole
Q/01998, Q/01999 2
251 ANALISIS 515.15 Edw c Edwards, C. Henry Calculus and analysis geometry, 5th ed Upper Sadle River, NJ:
Prentice-Hall, 1998
Calculus; Geometry; Edwards; Penny Q/04050 1
252 ANALISIS 515.15 Edw c Edwards, C. Hnery Calculus with analytic geometry ealry
transcendentals, 5th ed
Upper Saddle River,
NJ: Prentice-Hall, 1999
Functions, graphs; Relude-calculus; Derivative; Additional applications-
derivative; Integral; Application-integral; Exponential, Logarithmic functions;
Further calculus-transcendental functions; Techniques-integration; Polar
coordinates, plane curves; Infinite series; Vectors, Curves, Survaces;
Partial differentiation; Multiple integrals; Vector calculus
Q/01995, Q/01996,
Q/01606, Q/01997,
Q/03997, Q/03907
6
253 ANALISIS 515.15 Edw k Edward, Hendry C. Kalkulus dengan analisis geometri, ed.5, jil. 1 Jakarta: Prenhallindo,
2000
M/06170 1
254 ANALISIS 515.15 Isn a Isnaini, M. Aljabar kalkulus dan analitik geometri Jakarta: Hasta Mitra,
1985
M/03588 1
255 ANALISIS 515.15 Joh c Johnson, Richard E. Calculus with analytic geometry,3rd ed New Delhi: Prentice-
Hall of India, 1981
M/03591, M/03589,
M/03590 ( 1 koleksi
disishkan ke gudang)
3
256 ANALISIS 515.15 Joh c Johnson, Richard E. Calculus with analytic geometry: answers to even
numbered problem, 4th ed.
Boston Mass.: Allyn
and Bacon, 1969
M/03601 1
257 ANALISIS 515.15 Lei c Leithold, Louis The Calculus with analytic geometry,3rd ed. New York: Harper &
Rout Publisher [s.a]
M/03593 1
258 ANALISIS 515.15 Lei k Leithold, Louis Kalkulus dan ilmu ukur analitik, jilid 1 Jakarta: Bina Aksara,
1984
M/03493, M/05602 2
259 ANALISIS 515.15 Lei k Leithold, Louis Kalkulus dan ilmu ukur analitik jil.2 Jakarta: Bina Aksara,
1985
M/03592, M/03597 2
260 ANALISIS 515.15 Pro i Protter, Murray H. Intermediate calculus, 2nd New York: Springer,
1985
Analytic geometry in three dimensions; Vectors; Inifinite series; Partial
derivatives applications; Multiple integration; Fourier series; Implicit function
theorems; Vector field theory; Green's- Stokes theorems
Q/02022, Q/02021 2
261 ANALISIS 515.15 Pur c Purcel, Edwin Kalkulus dan geometri analisis, jil.2, ed ke 4 Jakarta: Erlangga,
1984
M/03596 1
262 ANALISIS 515.15 Pur k Purcell, Edwin J. Kalkulus dan geometri analitis,jil 1,edisi 3 Jakarta: Erlangga,
1981
M/04917, M/04249,
M/00785
3
263 ANALISIS 515.15 Pur k Purcell,Edwin J. Kalkulus dan geometri analitis,Jilid 2,ed.3 Jakarta: Erlangga,
1981
M/04262, M/03600,
M/04095
3
264 ANALISIS 515.15 Pur k Purcell, Edwin J. Kalkulus dan geometri analitis,5th ed. Jil.2 Jakarta Erlangga 1987 M/03599, M/06530,
M/06539,M/04292
4
265 ANALISIS 515.15 Pur k Purcell, Edwin J. Kalkulus dan geometri analitis,5th ed. Jil.1 Jakarta: Erlangga,
1986
M/03598, M/04917,
M/06543, M/03600,
M/06540, 06541.
M/06542
7
266 ANALISIS 515.15 Pur k Purcell,Edwin J. Kalkulus dan geometri analitis,4th ed.Jil.1 Jakarta: Erlangga,
1984
M/04909, M/06544 2
267 ANALISIS 515.15 Sal c Salas, S.L. Calculus one and several variables with analytical
geometry,5th ed
New Jersey: John
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M/03504 1
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268 ANALISIS 515.15 Ste c Stein, Sherman K. Calculus and analytic geometry,4th ed. New Delhi: McGraw-
Hill Book Company
[s.a]
M/03503 1
269 ANALISIS 515.15 Tay c Taylor, Angus E. Calculus with analytic geometry Englewood Cliffs, NJ:
Prentice-Hall, 1969
M/03507, M/03505 2
270 ANALISIS 515.15 Tho c Thomas, George B. Calculus and analytic geometry, 9th ed. Masscahusetts:
Addison-Wesley, 1996
Calculus; Analytic Geometry; Thomas; Finney; Limits-Continuity;
Derivatives; Applications-Derivatives; Integrations; Transcendental
Functions; Techniques-Integration; Infinite Series; Conic Sections,
Parametrized Curve, Polar Coordinates; Vector; Analytic Geometry-Space;
Vector-Valued Functions; Motion-Space; Multivariable Functions; Partial
Derivatives; Multiple Integral; Integration Fector-Fields; Finney
Q/04729, Q/02364,
Q/02018, Q/02019,
Q/00583, Q/01490,
Q/03906, Q/04131,
M/06727, M/03513,
M/03577, M/03576,
M/03512, M/03511,
M/03510, M/03509,
M/03575, M/06177 (6
Koleksi disisihkan
ke gudang)
18
271 ANALISIS 515.15 Tho c Thomas, George B. Calculus and analytic geometry,5th ed Reading, Mass:
Addison-Wesley, 1979
M/03579 1
272 ANALISIS 515.15 Tho c Thomas, George B. Calculus and analytic geometry, 8th ed. Reading, Mass:
Addison-Wesley, 1992
M/03951, M/03578,
M/03581 ( 2 koleksi
disishkan ke gudang)
3
273 ANALISIS 515.15 Tho c Thomas, George B. Calculus and analytic geometry functions of one
variable and analytic geometry
Massachusetts:
Addison-Wesley,1960
M/03506 1
274 ANALISIS 515.15 Tho c Thomas, George B. Calculus and analytic geometry, 4th ed. [s.n] Addison-Wesley
Company, 1977
M/03580 1
275 ANALISIS 515.15 Tho k Thomas, George B. Kalkulus dan analitik geometri, Jil. 1 Bandung: M2S, 1985 M/03508 1
276 ANALISIS 515.2 Apo m Apostol, Tom M. Mathematical analysis: a modern approach to
advanced calculus
Massachusetts:
Addison Wesley, 1957
M/03582 1
277 ANALISIS 515.2 Moo m Moore, Ramon E. Methods and applications of interval analysis Philadelphia: Society
for Industrial and
Applied Mathematics,
1979
M/03514 1
278 ANALISIS 515.222 Cha l Chaitin, Gregory J. The Limits of mathematics : a course information
theory &the limits of formal reasoning
New York: Springer
Verlag,1998
Limits-mathematics; Elegant LISP Programs; Algorithmic Information
theory; Formal-reasoning; Computer science; Chaitin
Q/02017 1
279 ANALISIS 515.234 Erd a Erdelyi,A Asymptotic Expansions New York : Dover
Pubs., 1956
M/05337 1
280 ANALISIS 515.243 Con 70th Confronting the Infinite/edited by Carey, Alan
L.
Singapore: World
Scientific, 1995
M/04706 1
281 ANALISIS 515.243 Dau t Daubechies,Ingrid Ten Lectures On Wavelets Philadelphia: Society
for industrial, 1992
M/05353 1
282 ANALISIS 515.243 3 Chu f Churchill, Ruel V. Fourier series and boundary value problems,3rd
ed.
New York: McGraw-
Hill, 1993
M/03530 1
283 ANALISIS 515.243 3 Chu f Churchill, Ruel V. Fourier series and boundary value problems,2nd
ed.
New York: McGraw-Hill
Company, 1963
M/03526, M/03527 2
284 ANALISIS 515.243 3 Chu f Churchill, Ruel V. Fourier series and boundary value problems New York: McGraw-Hill
Book Company, 1941
M/03528, M/03529 2
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
285 ANALISIS 515.243 3 Chu f Churchill, Ruel V. Fourier series and boundary value problems 8th ed McGraw Hill, 2014 fourier series; convergence of fourier series; partial differential equations of
physics; the fourier methods; boundary value problems; fourier intergral and
application; orthonormal sets; strurm lioville problems and applications;
bassel functions and applications; legendre polynomials and applications;
verification of solutions and uniqueness
M/07196 1
286 ANALISIS 515.243 3 Gon f Gonzalez-Velasco,
Enrique A.
Fourier analysis and boundary value problems San Diego, CA:
Academic Press, 1995
Fourier Analysis; Boundari Value Problems; Gonzalez; Tree-Space
Constructions; Methods-Three-Space Ideals; Classical Banach Space;
Topological Properties-Banach Spaces; Geometrical Properties;
Homological Properties; Approximation Properties
Q/04047, M/04045,
M/05305
3
287 ANALISIS 515.243 3 Kah f Kahane, Jean-Pierre Fourier series and wavelets Amsterdam: Gordon &
Breach Science, 2000
Fourier series; Riemann; Real analysis; Set theory; Functions analysis;
Lacunarity; Randomness; Algebraic structures; Martingales; Classical
applications; Wavelets; Wavelet representation; Discrete waveler
transforms; Structure-wavelet; Functional analysis; Algorithms; Multivariate
wavelets
Q/02013 1
288 ANALISIS 515.243 3 Kam f Kammler, David W. A First course in fourier analysis Upper Saddle River,
NJ: Prentice-Hall, 2000
Fourier representation-functions; Convolution-fucntions; Calculus-finding
fourier transforms; Fast fourier transforms; Fourier analysis; Sampling;
Partial differential equations; Wavelets; Musical tones; Probability
Q/02012 1
289 ANALISIS 515.243 3 Kra p Krantz, Steven G. A Panorama of harmonic analysis Washington: MAA,
1999
measure theory and functional analysis; fourier series basic; fourier
transform; multiple fourier series; spherical harmonics; fractional integrals,
singular integrals, and hardy spaces; modern theories of integral operators;
wavelets; retrisoective
Q/02011, Q/01052 2
290 ANALISIS 515.243 3 Spi t Spiegel, Murray R. Schaum's outline of theory and problems of fourier
analysis with applications to bourdary value
problems
New York: McGraw-Hill
Book Company, 1974
M/03522, M/03518,
M/03519, M/03521,
M/03520, M/06604,
M/06605
7
291 ANALISIS 515.243 3 Wav editors: D'Attellis, C.E. Wavelets theory and harmonic analysis in applied
sciences
Boston: Birkhauser,
1997
Theory-implementations; Wavelet characterization-functions; Singular
integrals related; Orthogonal spine wavelets; Oblique multiwavelet bases;
Frame; Riesz bases; Fourier analysis
Q/02016, Q/02015,
Q/02014,
3
292 ANALISIS 515.243.3 Chu f Brown, James Ward Fourier Series and Boundary Value Problems, 6th
ed
New York: McGraw-
Hill, 2001
partial differential equations of physics; fourier method; orthogonal set and
fourier series; convergence of fourier series; boundary value problems;
sturm liouville problems and appilcations; fourier integrals and applications;
bassel functions and applications; legendre polynomials and applications;
verification of solutions and uniqueness
Q/01164 1
293 ANALISIS 515.243.3 Chu f Churchill,Ruel V. Fourier series and boundary valeu problems,4th
ed.
New York: McGraw-
Hill, 1987
M/05794 1
294 ANALISIS 515.243.3 Chu f Churchill,Ruel V. Fourier series and boundary valeu problems,5th
ed.
New York: McGraw-
Hill, 1993
M/03517 1
295 ANALISIS 515.254 Psh n Pshenichnyi,B.N Necessary conditions fo an extremum New York: Marcel
Dekker, 1971
introduction to element of functional analysis and convex sets; properties of
convex functionals; convex programming in banch spaces; quasi
differentiable functions; necessary condition for extremum in general
mathematical programming problems; necessary condition for an extremum
in concrete problems
Q/02004 1
296 ANALISIS 515.26 Cha i Cha Chi Chiu Introduction to the theory of Inequalities Via
Workede Examples
Hong Kong:
Greenwood press,
1989
M/05485 1
297 ANALISIS 515.26 Har i Hardy,G.H. Inequalities,2nd ed. G.H.Hardy New York:
Cambridgey, 1952
Deret tak terhingga; Menguraikan fungsi; Fungsi-variabel; Sifat-geometri
kurva; Lanjutan maksima-minima
M/05693, M/06250 2
298 ANALISIS 515.3 Car d Cartan, Henri Differential calculus Paris: Hermannm
1971
M/03532, M/03531 2
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
299 ANALISIS 515.3 Kui h Kuipers, Rawuh L. Hitungan differensial dan integral, 2A, cet ke-4 Jakarta: Pradnya
Paramita, 1984
M/03535 1
300 ANALISIS 515.3 Mar k Martono, K. Kalkulus diferensial Bandung: Alvagracia,
1987
M/03533 1
301 ANALISIS 515.3 Mar l Martono, Totong Limit, kekontinuan dan turunan fungsi Bogor: Pustaka IPB,
1982
M/03536 1
302 ANALISIS 515.3 Ayr s Ayres, Frank Seri Buku Schaum Teori dan Soal-Soal
Persamaan Differensial dalam satuan SI Metric
Erlangga, 1999 M/06586 1
303 ANALISIS 515.33 Ayr k Ayres, Frank JR Teori dan soal-soal diferensial dan integral
Kalkulus 2nd ed (Versi S1/Metrik)
Erlangga Limit, Turunan, Kontunuitas ; Diferensiansi ; integral ; deret M/06549, M/06554 2
304 ANALISIS 515.33 Ayr t Ayres, Frank Schaum's outline of theory and problems of
differential and integral calculus, including 1175
solved problem,2nd ed.
Singapore: McGraw-
Hill Intel., 1981
M/03539, M/03538,
M/07651, M/07652
4
305 ANALISIS 515.33 Ayr t Ayres, Frank Schaum's outline of theory and problem of
differential and integral calculus, outline series
including 1170 solved problems : schaum's outline
series, 2nd ed.
New York: McGraw-Hill
Book Company, 1964
M/03541, M/03540,
M/03537, M/04087
4
306 ANALISIS 515.33 Cou d Courant, R Differential and integral calculus, 2nd ed. New York: Interscience
Publisher, 1954
M/03542 1
307 ANALISIS 515.33 Hut k Hutahaean, E Kalkulus diferensial dan integral 1 : soal
penyelesaian
Bandung: Armico,
1984
M/03091, M/03770,
M/03558, M/05601
4
308 ANALISIS 515.33 Mun k Mundit, Armawi K. Kalkulus differensial dan integral 2: soal dan
penyelesaian
Bandung: Armico,
1990
M/03550, M/03545,
M/03543, M/03544
4
309 ANALISIS 515.33 Pis d Piskunov, N. Differential and integral calculus vol.I, 2nd ed. Moscow: MIR
Publisher, 1974
M/03548, M/03546,
M/05793
3
310 ANALISIS 515.33 Pis d Piskunov, N. Differential and integral calculus vo.II, 2nd ed Moscow: MIR
Publisher., 1974
[M/03547, M/03549,
M/05792]
3
311 ANALISIS 515.35 Abe sd Abell, Martha L. Differential equations with mathematica, 2nd New York: Academic
Press, 1997
Mathematica; first order of Differential equations; applications of First-order
ordinary; applications of Higher-order differential equations; ordinary
differential equations with nonconstant coefficient; laplace transform
methods; Systems of ordinary differential equations; applications of
Systems of ordinary differential equations; Eigenvalue problems and Fourier
series; Partial differential equations; Abell; Braselton
Q/02002 1
312 ANALISIS 515.35 Ayr t Ayres, Frank Schaum's outline of theory and problems of
differential equations, including 1900 solved
problems
Singapore: McGraw-
Hill, 1981
M/03555, M/04248,
M/03554, M/04781,
M/03552, M/03842
6
313 ANALISIS 515.35 Ayr t Ayres, Frank Schaum's outline of theory and problems of
differential equations, including 560 solved
problems completely solved in detail : schaum's
outline series
New York: Schaum
Publishing
Company,1952
M/03553 1
314 ANALISIS 515.35 Bai i Bainov, Drumi Impulsive differential equations with a small
parameter, vol.24
Singapore: World
Scientific, 1994
general characteristics of the impulsive differential equations; integral
inequalities for piecewise continuous functions; averaging of impulsive
differential equations of strandard type; partially additive averaging for
impulsive differential equations; periodic and almost periodic solutions of
regularly perturbed impulsive systems; periodic solutions of impulsive
systems; existence of integral sets; initial value problems for nonlinear
singularly perturbed systems; boundary value problems; periodic problems
for singularly perturbed impulsive systems; dirichlet problems for a second
order quasilinear singularly perturbed implusive
Q/01540 1
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
315 ANALISIS 515.35 Bai i Bainov, Drumi Impulsive differential equations : asymptotic
properties of the solutions, Vol.28
Singapore: World
Scientific, 1995
general characteristics of the impulsive differential equations; integral
inequalities for piecewise continuous functions; averaging of impulsive
differential equations of strandard type; partially additive averaging for
impulsive differential equations; periodic and almost periodic solutions of
regularly perturbed impulsive systems; periodic solutions of impulsive
systems; existence of integral sets; initial value problems for nonlinear
singularly perturbed systems; boundary value problems; periodic problems
for singularly perturbed impulsive systems; dirichlet problems for a second
order quasilinear singularly perturbed implusive
Q/01207 1
316 ANALISIS 515.35 Bel d Bellman, Richard Differential-Diffrence Equations New York: Academic
Press, 1963
M/05397 1
317 ANALISIS 515.35 Bil p Biler, piotr Problems and examples in differential equations London: Marcel
Dekker, 1992
ordinary differential equations; partial differential equations; existence,
uniqueness, differential equations; linear differential equations; second
order linear equations; differential equations in the plane; stability theory
and related topics; higher order differential equations; differential equations
in the complex domain; boundary value problems and periodic solution;
singular perturbation,asymptotic theory; integral equations; elliptic
equations; schrodinger operators; parabolic equations; hyperbolic
equations; semigroups and singular perturbation problems
Q/01534 1
318 ANALISIS 515.35 Bla d Blanchard, Paul Differential equations Boston: Brooks/Cole,
1998
first order differential equations; first order systems; linear systems; forcing
and resonance; nonlinear systems; laplace transforms; numerical methods;
discrete dynamical systems
Q/04056, Q/04113 2
319 ANALISIS 515.35 Bla d Blanchard, Paul Differential equations 3rd ed Boston: Brooks/Cole,
2006
M/06619 1
320 ANALISIS 515.35 Bor d Borrelli, Robert L. Differential equations A Modeling perspective New York: John Wiley,
1998
first order differential equations and models; initial value problems and their
approximate solutions; second order differential equations; applications of
second order differential equations; systems of differential equations;
laplace transform; linear systems of differential equations; stability; cycler,
bifurcations, and chaos; fourier series and separation of variables; series
solutions: bessel functions, legendre polynomials; basic theory of initial
value problems; background informations
Q/04046 1
321 ANALISIS 515.35 Bot f Botha, J.F. Fundamental concepts in the numerical solution of
differential equations
New York: John Wiley
& Sons, 1983
M/03559 1
322 ANALISIS 515.35 Boy e Boyce,William E. Elementary Differential Equations and Boundary
Value Problems
New York: John Wiley,
1992
M/05435 1
323 ANALISIS 515.35 Boy e Boyce, William E. Elementary differential equations and boundary
value problems,2nd ed.
New York: John wiley
& sons, 1965
M/04869 1
324 ANALISIS 515.35 Boy e Boyce, William E. Elementary differential equations and boundary
value problem, 6th ed.
New York: John Wiley
& Sons, 1997
first order differential equations; second order linear equations; higher order
linear equations; series solutions of second order linear equations; laplace
transforms; systems of first order linear equations; numerical methods;
nonlinaer differential equations and stability; partial differential equations
and fourier series; boundary value problems and sturm lioville theory
Q/04733, Q/04745,
Q/02465, Q/01537,
Q/04732, Q/01536,
Q/03860, Q/04112,
M/05569, M/07807,
M/07891
11
325 ANALISIS 515.35 Boy e Boyce, William E Elementary Differential Equations and Boundary
Value Problems, 9th ed.
Singapore: John Wiley
& Sons, 2010
Mathematical models; differential equations; linear equations; linear
equations; laplace transform; numerical methods; nonlinear differential
equations; stability; fourier series; boundary value problems; strum-liouville
theory
M/06260, M/06264 2
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
326 ANALISIS 515.35 Boy e Boyce, William E Elementary Differential Equations and Boundary
Value Problems, 10th ed.
Singapore: John Wiley
& Sons, 2010
Mathematical models; differential equations; linear equations; linear
equations; laplace transform; numerical methods; nonlinear differential
equations; stability; fourier series; boundary value problems; strum-liouville
theory
M/07121, M/07122,
M/07123, M/07383,
M/07384, M/08145
6
327 ANALISIS 515.35 Boy i Boyce, William E. Introduction to differential equations, 6th New York: John Wiley
& Sons, 1981
definitin, families of curves; equations of order one; numerical methods;
elementary applications; additional topics on equations of order one; linaer
differential equations; linear equations with constant coefficients;
nonhomogeneous equations: undetermined coefficients; variation of
parameters; linear systems of equations; nonhomogeneous systems of
equations; existence and uniqueness of solutions; laplace transform;
inverse transforms; nonlinaer equations; power series solutions; solution
near regular singular points; equation of hypergeometric type; partial
differential equations; orthogonal sets of functions; fourier series; boundary
value problems; additinal properties of the laplace transform; partial
differential equations transform methods
Q/01535, Q/01538,
Q/01539
3
328 ANALISIS 515.35 Boy i Boyce, Wiliam E. Introduction to differential equations New York: John Wiley
& Sons, 1970
M/03556 1
329 ANALISIS 515.35 Bro m Bronson, Richard Schaum's Outline of Modern Introductory
Differential Equations: with laplace
transfornms,Matrix methods,Numerical
methods,Eigenvalue problems
New York: McGraw-
Hill, 1973
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implementation ; low order explicit methods ; runga-kutta methods with error
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334 ANALISIS 515.35 Che t Chester, Clive R Techniques in partial differential equations New York: McGraw-
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335 ANALISIS 515.35 Cra f Craig, Jessica M. Student solutions manual to fundamentals of
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336 ANALISIS 515.35 Der e Derrick, William R. Elementary Differential Equations, 4th ed. Massachusetts:
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introduction to differential equations; first order equations; second and
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341 ANALISIS 515.35 Edw s Edwards,C.H Elementary Differential Equations with boundary
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342 ANALISIS 515.35 Edw d Edwards, C. Henry Differential equations and boundary value
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first order differential equations; mathematical models and numerical
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systems and phenomena; laplace transforms methods; power series
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343 ANALISIS 515.35 Edw d Edwards, C. Henry Differential equations and boundary value
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Pearson, 2008 first order differential equations; mathematical models and numerical
methods; linear equations of higher order; introduction to system of
differentiaal equations; linear system of differential equations; nonlinear
system and phenomena; laplace transform methods; power series
methods; fourier series methods; eigenvalues and boundary value problem;
slove fields and solution curves; population models; equilibrium solution and
stability; homogeneous equation with constant coefficient; mechanical
vibrations; forced oscillation and resonance; electrical circuits; endpoint
problems and eigenvalues; euler methods; matrix exponential; ecological
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spaces; function space associated; bifurcation for nonlinaer elliptice
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introduction to Dufferential Equations; first order differential equations;
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379 ANALISIS 515.352 Kuz e Kuznetzov Elements of Applied Bifurcation Theory New Jersey: Prentice
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Yanagisawa
Advances in nonlinear partial differential equation
and stochastics
Singapore: World
Scientific, 1998
mathematical aspects of supersonic Flow Past Wings; scaling Limits for
large systems of interacting particles; regularity of solutions of initial
boundary value problems for symmetric hyperbolic systems with boundary
characteristic of constant multiplicity; half space problem for the discrete
velocity model of the boltzmann equation; large time behavior of solution;
on dimensional thermoelastic equations; bifurcation phenomena for the
duffing equations; some remarks on the compactness method; percolation
on fractal lattices: asymptotic behavior
Q/01621 1
419 ANALISIS 515.355 Log i Logan, J.David Introduction to nonlinear partial differential
equations
New York: John Wiley,
1994
M/05439 1
420 ANALISIS 515.355 Ore e Oregan, Donal Existence theory for nonlinear ordinary differential
equations
Dordrecht: Kluwer
Academic, 1997
notation and preliminaries; Fixed Point Theory; Initial Value Problems; First
Order Periodic Problems; Existence Principles; Boundary Value Problems;
Differential Equation Singular; Existence Principles; Noresonance
Problems; Half Line; Limit Circle Case; Solution Variable; Noncompact
Integrals; Abstract Spaces; ORegan
Q/01620 1
421 ANALISIS 515.355 Ort i Ortega, J.M. Iterative solution of nonlinear equations in several
variables
New York: Academic
Press, 1970
M/04913, M/04914,
M/04967, M/03780 ( 2
koleksi disishkan ke
gudang)
4
422 ANALISIS 515.355 Rhe m Rheinboldt, Werner C. Methods for solving systems of nonlinear
equations, 2nd ed.
Society for industrial
and applied
mathematics
M/04246 1
423 ANALISIS 515.355 Sac c Sechdev, P.L. A Compendium on nonlinear ordinary differential
equations
New York: John Wiley
& Sons, 1997
Compendium; Nonlinear Ordinary; Differential Equations; Sachdev Q/02393 1
424 ANALISIS 515.355 Ver n Verhulst, Ferdinand Nonlinear differential equations and dynamical
systems, 2nd
Berlin: Springer, 1996 Nonlinier-differential equations; Dynamical-systems; Hamiltonian-system;
Chaos; Relaxation; Bifurcation; Autonomous Equations; Critical Points;
Periodic Solutions; Theory of Stability; Linear Equations; Stability by
Linearrisation; Stability Analysis; Direct Method; Perturbation Theory;
Poincare-Lindstedt Method; Method-Averaging; Relation Oscillation;
Bifurcation Theory; Hamiltonian Systems
Q/01618, Q/01617,
Q/01619, Q/01633
4
425 ANALISIS 515.37 Car d Henri, Cartan Differential forms Paris: Hermann, 1970 M/03778, M/03777 2
426 ANALISIS 515.38 Che f Chen, Chuanmiao Finite element methods for integrodifferential
equations
Singapore: World
Scientific, 1998
Finite Element Methods; Integrodifferential Equations; Chuanmiao; Tsimin;
Eliptic Finite Elements; Semidiscrete and Discrete Schemes; Solving of
Storage; Nonsmooth Initial Values; Singular Kernels; Long-Time Estimates;
Maximum Norm Estimates; Superconvergence; Nonlinear Problems;
Hyperbolic Problems; Problem with Positive Memory
Q/01611, Q/01610 2
427 ANALISIS 515.4 Hal m Halmos, Paul R. Measure theory New Jersey: D. Van
Nostrand, 1950
M/04879 1
428 ANALISIS 515.4 Nar i Narayan, Shanti Integral calculus New Delhi S.: Chand,
1980
M/03775 1
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
429 ANALISIS 515.4 Nie i Neilsen, Ole A. An Introduction to integration and measure theory New York: John Wiley
& Sons, 1997
Measure Theory; Integration; Nielsen; Limitations of the Reimann Integral;
limit of integrals and integrability; expectations in probability; Riemann-
Steltjes Integrals; riemann stieljes integral; characterization of riemann
stieltjes integrability; countinuous linaer functionals; riemann stieltjes
integrals: futher properties; Three Lebesgue-Stieltjes Integrals; extension of
the riemann stieltjes integral; lebesgue stieltjes integrals; Measure Theory;
algebra and algebras of sets; measurable functions; measures; lebesgue
stieltjes measures; Abstact Lebesque Integral; integral associated with a
measure spacelebesgue spaces and norms; absolutetly continuous
measures; linear functionals on the lebesgue spaces; product measures
and fubini theorems; lebesgue integration and measure; signed measures
and complex measures; differentiation; convergence of sequences of
functions; measures on locally compact spaces; hausdorff measures and
dimension; lorentz spaces; functional analysis; continuous functions,
topology and set theory
Q/01662 1
430 ANALISIS 515.4 Tho i Thomasset, Francois Implementation of finite element methods for
navier-stokes equations
New York: Springer-
Verlag, 1981
M/03776 1
431 ANALISIS 515.42 Ber m Berberian, Sterling K. Measure and integration (allendoerfer advanced
series)
New York: The
MacMillan Company,
1965
M/03800, M/03799,
M/03798
3
432 ANALISIS 515.42 Cap m Capinski, Marek Measure, Integral and probability,2nd ed. London Springer 2004 M/04930, M/06221,
M/06509,
M/06504,M/06508,
M06509, M/06508,
M/06504
8
433 ANALISIS 515.42 Cij t Cijsouw, Pieter Leendert Transcendemce measures The Netherlands
Academic Services,
1972
M/03797 1
434 ANALISIS 515.42 Coh m Cohn, Donald L. Measure Theory Boston: Birkhauser,
1980
M/05733, M/06160,
M/06161, M/06162
4
435 ANALISIS 515.42 Gor i Gordon, Russell A. The integrals of lebesque, denjoy, perron and
henstock
American:
Mathematical Society,
1994
lebesgue measure; measurable functions; lebesgue integral; bounded
variation and absolute continuity; darboux and baire class on functions;
denjoy integrals; perron integral; henstock integral; mcshane integral;
equivalence of integral; integration by parts; convergence theorems;
approximate derivatives; khintchine integral; approximately continuous
henstock integral
Q/01661 1
436 ANALISIS 515.42 Kon m Konig, Heinz Measure and integration an Advanced course in
basic procedures and applications
New York: Springer
Verlag, 1997
Set Systems; Set Functions; Outer Extensions Theory; Linear Extention
Theory; Baire Measure; Random Measure; Choquet Capacitability
Theorem; Integral; Daniell-Stone; Riesz Representations Theorems;
Measure; Konig; Course
Q/01660, Q/01659 2
437 ANALISIS 515.42 Oxt m Oxtoby, John C. Measure and category a survey of the analogies
between topological and measure spaces
New York: Springer,
1980
measure and category on the line; liouville measure in r soace; property of
baire; non measurable sets; banach mazur game; functions of first class;
theorems of lusin and egoroff; metric and topological spaces; examples of
metric spaces; nowhere differentiable functions; theorems of alexandroff;
transforning linaer sets into nullsets; fubini theorem; kuratowski ulam
theorem; banach category theorems; poincare recurrence theorem;
transitive transformation; sierpinski erdos duality theorem; examples of
duality; extended principle of duality; category measure spaces
Q/02394, Q/01658,
Q/01656
3
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438 ANALISIS 515.42 Whe m Wheeden, Richard L. Measure and integral an introduction to real
analysis
New York: Marcel
Dekker, 1977
Measure-Integral; Real Analysis; Wheeden; Zygmund; Riemann-Stieltjets
Integral; Lebesgue Measure; Outer Measure; Lebesgue Measurable
Functions; Lebesgue Integral; Rpeated Integration; Differentiation; Classes;
Approximations; Maxima Functions; Abstact Integration; Harmonic Analysis;
Q/01655, Q/01654 2
439 ANALISIS 515.43 Bar e Bartle, Robert G. The Elements of integration and lebesgue
measure
New York: John Wiley
& Sons, 1966
Measurable functions; Measures; Integral; Integrable functions; Lebesgue
spaces; Model-convergance; Decomposition-measures; Generation-
measures; Product measures; Elements-lebesgue measures; Vollumes-
cells-integrals; Outer measures; Measurable sets; Example-measurable
sets; Approximation-measurable sets; Additivity-nonadditivity;
Nonmeasurable; Non-borel sets
Q/01652, Q/01653,
Q/02395, M/03801,
M/04989, M/05342,
M/06820, M/06821,
M/07073, M/07074
10
440 ANALISIS 515.43 Gra t Gradshteyn, I.S Table of Integrals, Series, and Products, 6th ed. San diego : Academic
Press, 2000
M/05825 1
441 ANALISIS 515.43 Hen l Henstock, Ralph Lectures on The Theory of Integration (series in
real analysis vol. 1)
Singapore: World
Scientific, 1988
M/04708 1
442 ANALISIS 515.43 Mcs i Mcshane, Edward
James
Integration Princeton: Princeton
Univ.Pres, 1944
M/04880 1
443 ANALISIS 515.43 Mun i Munroe, M.E. Introduction to measure and integration Massachusetts:
Addison wesley, 1959
M/04859 1
444 ANALISIS 515.43 New edited, Mo-Lin Ge New Developments of Integrable systems and long-
Ranged interaction models
Singapore: World
Scientific, 1995
yagian deformation of the w algebras and the calogero stherland systems;
statistical interaction and the thermodynamic bethe ansatz; nonlocal
currents in quantum sine gordon systems; conserved nonlocal charge and
yangian algebras in the quantum; yangian, truncated tangian and quantum
integrablem odels; zonal polynomials on the quantum and correlation
functions; lecture on integrable quantum spin chains; qunatum integrable
systems; fractional exclusion statistics and generalized ideal gases
Q/01110 1
445 ANALISIS 515.43 Pen l Peng-Yee, Lee Lanzhou Lectures on Henstock Integration Singapore: World
Scientific, 1989
M/04702 1
446 ANALISIS 515.43 Pis d Piskunov, N. Differential and integral calculus Moscow: MIR
Publisher, 1969
M/02634 1
447 ANALISIS 515.43 Spi t Spiegel, Murray R. Schaum's outline of the theory of functions of real
variables: leresgue measure and integration with
application to fourier series
New York: McGraw-Hill
Book Company, 1969
M/03793, M/03795,
M/03791, M/03790,
M/03794, M/03792 ( 3
koleksi disihkan ke
gudang, M/06433,
M/06434
8
448 ANALISIS 515.43 Sta g Stakgold, Ivar Green's functions and boundary value problems New York: John Wiley
& Sons, 1998
Green's Functions; Boundary Value Problems; Stakgold; Theory-
Distributions; Dimensional Boundary Value Problem; Hilbert-Banach
Spaces; Operator Theory; Integral Equations; Spectral Theory; Order
Differential Equations; Partial Differential Equations; Nonlinear Problems
Q/03998 1
449 ANALISIS 515.43 Wil i Williamson, J.H. Lebesque integration New York: Holt,
Rineheart, 1962
M/03789 1
450 ANALISIS 515.43 Yam m Yamasaki, Y. Measures on Infinite Dimensional Spaces Singapore: World
Scientific, 1985
M/04714 1
451 ANALISIS 515.43 Zaa i Zaanen, A.C. An introduction to the theory of integration Amsterdam: North-
Holland, 1958
M/04881 1
452 ANALISIS 515.5 And s Andrews, George E. Special functions (encyclopedia of mathematics an
its application 71)
New York: Cambridge
University Press, 1999
Special Functions; Calculus; Andrews; Askey; Roy Q/02397, Q/02398,
Q/02396, M/03787,
M/03788, M/06561,
M/06562, M/06563
8
Page 68 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
453 ANALISIS 515.5 Bel s Bell,W.W Spesial Fuctions for Scientists and Engineers London: D.Van
Nostrand, 1968
M/05427 1
454 ANALISIS 515.5 Olv a Olver, F.W.J. Asymptotics and special functions London: Academic
Press, 1974
M/05366 1
455 ANALISIS 515.5 Tem s Temme, Nico M. Special functions: an introduction to the classical
functions of mathematical physics
New York: John Wiley
& Sons, 1996
Special Functions; Clasical Finctions; Mathematical Physics; Temme;
Bernoulli, Euler, Stirling Numbers; Techniques; Gamma Function;
Differential Equations; Gypergeometric Functions; Orthogonal Polynomials;
Confluent; Legendre Functions; Bessel Functions; Separating-Wave
Eqquation; Special Statistical Distribution Functions; Elliptic Integrals;
Elliptic Functions; Numerical Aspects-Special Functions
Q/01651, Q/01650 2
456 ANALISIS 515.53 Wat t Watson, G.N. A Treatise on the Bessel functions Cambridge: University
Press, 1996
bessel functions before 1926; the bessel coefficients; bessel functions;
differential equations; miscellaneous properties of bessel functions; integral
representations of bessel functions; asymptotic expansions of bessel
functions; bessel functions of large order; polynomials associated with
bessel functions; functions associated with bessel functins; addition
theorems; definite integrals; infinite integral; multiple integrals; zeros of
bessel functions; neumann series and lommel functions of two variables;
kapteyn series; series of fourier bessel and dini; schlomilch series;
tabulation of bassel functions
Q/01649 1
457 ANALISIS 515.53 Wat t Watson, G. N. A treatise on the theory of bessel functions, 2nd
ed.
London; Cambridge,
1944
M/05306 1
458 ANALISIS 515.55 Mas c Mason,J.C Chebyshev Polynomials London,
Chapman&hall, 2003
M/05798, M/06856,
M/08030
3
459 ANALISIS 515.6 Ber f Bernadou, M. The Finite element method in thin shell theory
application to arch dam simulations
Boston: Birkhauser,
1982
M/03381 1
460 ANALISIS 515.6 Bru a Bruijn, N.G.De Asymptotic methods in analysis New York: Dover
Publis, 1958
M/05298 1
461 ANALISIS 515.6 Red i Reddy, J.N. An Introduction to the finite element method New York: McGraw-Hill
Book company, 1984
M/03369, M/03717,
M/03716, M/05799 1
Koleksi dimasukan
ke gudang
4
462 ANALISIS 515.6 Sok t Sokolnikoff, I.S. Sensor analysis theory and application to
geometry and mechanics of continue,2nd ed
New York: John Wiley
& Sons, 1964
M/03715, M/03207
Koleksi Disisihkan ke
Gudang
2
463 ANALISIS 515.6 Str a Strang, Gilbert An Analysis of the finite element method Englewood Cliffs, NJ:
Prentice-Hall,1973
M/03370 Koleksi
Disisihkan ke Gudang
1
464 ANALISIS 515.62 Bec f Becker, Eric B. Finite elements an introduction volume 1 Englewood Cliffs, NJ :
Prentice-Hall, 1981
M/03371 Koleksi
Disisihkan ke Gudang
1
465 ANALISIS 515.62 Car f Carey, Graham F. Finite elements a second course volume II Englewood Cliffs, NJ:
Prentice-Hall, 1983
M/03372 Koleksi
Disisihkan ke Gudang
1
466 ANALISIS 515.62 Kla n Klaus-Jurgen Bathe Numerical methods in finite element analysis Englewood Cliffs:
Prentice-Hall, 1976
M/03377 1
467 ANALISIS 515.62 Ode f Oden, J. Tinsley Finite elements mathematical aspects volume IV Englewood Cliffs, NJ:
Prentice-Hall, 1983
M/03378 1
Page 69 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
468 ANALISIS 515.62 Ode i Oden, J.T An Introduction to the mathematical theory of finite
elements
New York: John Wiley
& Sons, 1976
M/03719, M/03718,
M/03373] ( 2 koleksi
disihkan ke gudang
3
469 ANALISIS 515.62 Ric d Richtmyer, Robert D. Difference methods for initial-value problems New York: Interscience
Publishers, 1957
M/03720 1
470 ANALISIS 515.62 Zie f Zienkiewicz, O.C The Finite Element Method, vol. 1, 5th ed. Boston : Butterworth
heinemann, 2000
M/05826 1
471 ANALISIS 515.62 Zie f Zienkiewicz, O.C. The Finite element method,3rd ed London: McGraw-Hill
Book Company, 1977
M/03721 1
472 ANALISIS 515.623 Bro f Brocket, Roger W. Finite dimensional linear systems New York: John Wiley
& Sons, 1970
M/03723 Koleksi
Disisihkan ke Gudang
1
473 ANALISIS 515.625 Aga a Agarwal, Ravi P. Advanced topics in difference equations London Kluwer:
Academic Press, 1997
Advanced Topics; Differential Equations; Argawal; Wong; First Order Linear
Equation; Generalized Difference Systems; Boundary Value Problems;
Independent Variable; Several Independent Variables; Convergence-
Equilibria; Asyomtotic Behavior; Stability; Oscillation; Difference
Inequalities; Nonlinear Difference Equations; Order Linear Difference
Equations; Discrete Polar Coordinate; Optimal Control-Linear
Q/01634 1
474 ANALISIS 515.63 Abr m Abraham, R. Manifolds, tensor, analysis and applications New York: Springer
Verlag, 1988
topology; banach spaces and differential calculus; manifolds and vector
bundles; vector fields and dynamical systems; tensors; differential forms;
integration on manifolds
Q/04242 1
475 ANALISIS 515.63 Bra v Brand, Louis Vector analysis Tokyo: Toppan
Company Ltd, 1957
M/03725, M/03724 2
476 ANALISIS 515.63 Guc n Guckenheimer, John Nonlinear Oscillations, Dynamical System, and
Bifurcations of vector fields
Jakarta: Elex Media
Komputindo, 1983
M/05311 1
477 ANALISIS 515.63 Hub v Hubbard, John H. Vector Calculus, Linear Algebra, and Differential
Forms a unified approach, 2nd ed.
Upper Saddle
River,NJ: Prentice
Hall, 2002
preliminaries; vectors, matrices, and derivaties; solving equations; higher
partial derivatives, quadratic form and manifolds; integration; volumes of
manivolds; form and vector calculus
Q/00698, Q/00709 2
478 ANALISIS 515.63 Hum i Hummel, James A. Introduction to vector functions Reading, Mass:
Addison-Wesley, 1967
M/03726 1
479 ANALISIS 515.63 Hum v Hummel, James A. Vector Reading, Mass. :
Addison-Wesley, 1965
M/03728, M/03727 2
480 ANALISIS 515.63 Mat v Matthews, P.C. Vector calculus New York: Springer
Verlag, 1998
Vector algebra; Line, surface and volume integrals; Gradient, divergence
and curl; Suffix notation and applications; Integral theorems; Curvilinear
coordinates; Cartesian tensors; Applications of vector calculus
Q/01637, Q/01638,
Q/01640, Q/01639,
Q/01636, Q/03901
6
481 ANALISIS 515.63 Nar t Narayan, Shanti A Text book of vector calculus (with applications) New Delhi S.: Chand &
Comp, 1987
M/05086, M/03732,
M/03731, M/03730,
M/03729, M/05795 ( 5
koleksi disihkan ke
gudang)
6
482 ANALISIS 515.63 Soe a Soemartoyo, Noeniek Analisa vektor Jakarta: Erlangga,
1982
M/03734, M/05032,
M/03385, M/03735,
M/03733
5
Page 70 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
483 ANALISIS 515.63 Spi s Spiegel, Murray R Scahum's Outline Series Theory and Problem
Vector Analysis and Introduction to Tensor
Analysis Including 480 Solved Problems
Scaum Pubs Co, 1959 M/07654 1
484 ANALISIS 515.63 Spi t Spiegel. Murray R. Theory and problem of vector analysis and
introduction to tensor analysis S1 (metric) ed.
Singapore: McGraw-
Hill Book Company,
1981
M/03745, M/03740,
M/03747, M/03736,
M/03742, M/03738,
M/03739, M/03741,
M/03743, M/03737,
M/03744, M/03746,
M/03386, M/07652( 9
koleksi disishkan ke
gudang)
14
485 ANALISIS 515.63 Til i Tiller, Frank M. Introduction to vector analysis vector algebra, solid
analytic geometry and vector calculus
New York: Ronald
Press Company, 1963
M/03748 1
486 ANALISIS 515.64 Din m Dineen, Sean Multivariate calculus and geometry London: Springer,
1998
Differential Functions; Level Sets, Tangent Spaces; Lagrange Multipliers;
Maxima-Minima, Open Sets; Geometry-Curves; Double Integration ;
Parametrised Surfaces; Surface Area; Surfaces Integrals; Stokes
Theorems; Triple Integrals; Dineen
Q/01645, Q/01646 2
487 ANALISIS 515.64 Din m Dineen, Sean Multivariate calculus and geometry 3rd ed Springer, 2014 Introduction to Differentiable Functions; Level Sets and Tangent Spaces;
Lagrange Multipliers; Maxima and Minima on Open Sets; Curves in Rn; Line
Integrals.; The Frenet–Serret Equations; Geometry of Curves in R3; Double
Integration; Parametrized Surfaces in R3; Surface Area; Surface Integrals;
Stokes’ Theorem.; Triple Integrals; The Divergence Theorem; Geometry of
Surfaces in R3; Gaussian Curvature; Geodesic Curvature
M/08161 1
488 ANALISIS 515.64 Kra p Krasnov, M.L. Problems and exercise in the calculus of variations Moscow: MIR
Publisher, 1975
M/03749 1
489 ANALISIS 515.64 Mar b Marsden, Jerrold E. Basic multivariable calculus New York: Springer
Verlag, 1993
Algebra and Geometry of Euclidean Spaces; Differentiation; Gihger
Derivatives and Extrema; Vector-Valued Functions; Multiple Integrals;
Integrals Over Curves--Surfaces; Integral Theorems and Vector Analysis;
Marsden; Tromba; Weinstein
Q/01630, Q/02334 2
490 ANALISIS 515.64 Mul McCallum, William G.
..[et.al]
Multivariable calculus New York: John Wiley
& Sons, 1997
Multivariable; Calculus; McCallum; Functions of Several Variables;
Fundamental Tool: Vectors; Differentiating Functions of Many Variables;
Optimization: Local and Global Extrema; Integrating Functionsof many
Variables; Parametrized Curve and Surfaces; Vector Fields; Line Integrals;
Flux Integrals; Calculus of Vector Fields
Q/01253, Q/01629,
Q/01627, Q/01628,
Q/03900, M/05433
6
491 ANALISIS 515.64 Smi c Smith, Robert T. Calculus Multivariable, 2nd ed. Boston: McGraw Hill,
2002
Calculus; Vectors; Multiple Integral; Several variables; Vector-Valued
function
Q/00768 1
492 ANALISIS 515.64 Spi c Spivack, Michael Calculus on manifolds a modern approach to
classical theorems of advanced calculus
California: The
Benjamin, 1965
functions on euclidean space; differentiation; integration; integration on
chains; integration on manifolds
Q/01686 1
493 ANALISIS 515.64 Spi c Spivack, Michael Calculus on manifolds a modern approach to
classical theorems of advanced calculus
California: The
Benjamin, 1965
M/04820, Q/01686 2
494 ANALISIS 515.7 Aub a Aubin, Jean-Pierre. Applied functional analysis Jean-Pierre Aubin New York: John Wiley
& Sons, 1979
M/03751 1
495 ANALISIS 515.7 Bal a Balakrishnan, A.V. Applied functional analysis, 2nd ed. New York: Springer-
Verlag, 1981
M/03757 1
496 ANALISIS 515.7 Bro e Brown, A.L Elements of functional aAnalysis London: Van Nostrand,
1970
M/05358 1
Page 71 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
497 ANALISIS 515.7 Bur n Burn, R.P Numbers and Functions : steps into analysis 2nd
ed.
Chambridge, 2004 Mathematical intruduction ; inequalities ; sequences a first bite at infinity ;
completeness what the rational numbers lack ; fuctions and continuity
neighborhood, limits of functions ; derivative tangens ; differentiation and
mean value theorems ; foundamental theorem calculus ; sequences of
functions
M/06634, M/06892 2
498 ANALISIS 515.7 Cho l1 Choquet, Gustave Lectures on analysis vol I: integration and
topological vector spaces
New York: W.A.
Benjamin, 1969
M/03752 1
499 ANALISIS 515.7 Cho l2 Choquet, Gustave Lectures on analysis volume II : representation
theory
New York: W.A.
Benjamin, 1969
M/03753 1
500 ANALISIS 515.7 Cho l3 Choquet, Gustave Lectures an analysis volume III: infinite
dimensional measures and problem solutions
New York: W.A.
Benjamin, 1969
M/03750 1
501 ANALISIS 515.7 Fix f edited : Al-Mezel, Saleh A.RFixed Point Theory, Variational Analysis, and
Optimization
CRC Press, 2014 Fixed Point Theory; Common Fixed Points in Convex Metric Spaces; Fixed
Points of Nonlinear Semigroups in Modular Function Spaces;
Approximation and Selection Methods for Set-Valued Maps
and Fixed Point Theory; Convex Analysis and Variational Analysis;
Convexity, Generalized Convexity, and Applications; New Developments in
Quasiconvex Optimization; An Introduction to Variational-like Inequalities;
Vector Optimization; Vector Optimization: Basic Concepts and Solution
Methods; Multi-objective Combinatorial Optimization;
M/08031, M/08167 2
502 ANALISIS 515.7 Gel g Gel'fand, I.M. Generalized functions applications of harmonic
analysis
New York: Academic
Press, 1964
Generalized functions; Operator theory; Dynamical systems; generalized
functions and operator theory; hyperfunctions and expansions; partial inner
product spaces of analytic functions; rigged spectral states; densities of
singular measures and generalized spectral decompositions; convolution
kernels and generalized functions; spectral theory of closed linear operators
on banach spaces from a locally conver points of view; ultradistribution and
the levinson condition; representation of the derivaties and products of the
delta function in hilbert space; series representations of the delta functions
in hilbert space; series reoresentations of the complex delta dunction;
antieigenvalues: an extended spectral theory; operator theory and
dynamical systems; lows of nature, probability and time symmetry breaking;
extended spectral decompositions of evolution operators; some little things
about rigged hilbert spaces and quantum mechanics and all that;
axiomatics of thermodynamics and quantum chaos; stochastic evolution on
product manifolds; interaction problems with distribution and hyperfunctions
data; absolute continuity of convolutions of singular measures and new
branches of spectrum; scattering theories involving moving boundaries;
generalized problem for networks of beams; generalized pertubations and
Q/01679 1
503 ANALISIS 515.7 Gof f Goffman, Casper First course in functional analysis Englewood Cliffs, NJ:
Prentice-Hall, 1965
M/03756 1
504 ANALISIS 515.7 Gra f Granas, Andrzej Fixed Point Theory Springer, 2003 Introduction; elementary fixed point theory; results based on convexity;
futher results and applications; theorem of borsuk and topological
transversality; brouwer and borsuk; fixed points for compact maps in
normed linear spaces
M/06766 1
505 ANALISIS 515.7 Gri a Griffel, D.H. Applied Functional Analysis New York: Dover
Publications, 2002
Adistribution theory and green functions; generalised functions; differential
equations and green functions; fourier transform and partial differential
equations; banach space and fixed point theorems; normed space;
contraction mapping theorem; compactness and schauder theorem;
operators in hilbert space; hilbert space; theory of operators; spectral
theorem; variational methods; further developments; differential calculus of
operators and its applications; distributional hilbert spaces
Q/00844, M/00847 2
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
506 ANALISIS 515.7 Ist f Istratescu, Vasile I. Fixed point theory an introduction Holland: D.Reidel
Publishing ,1981
topological spaces and topological linaer spaces; hilbert spaces and banach
spaces; contraction principle; brower fixed point theorem; schauder fixed
point theorem and some generalizations; fixed point theorems for
nonexpansive mappings and related classes of mappings; sequences of
mappings and fixed points; duality mappings and monotone operators;
families of mappings and fixed points; fixed points and set valued
mappings; fixed point therems for mappings on PM spaces; topological
degree
Q/01680, M/05325,
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507 ANALISIS 515.7 Kno e Knopp, Konkrad Elementary of the theory of functions New York: Dover
Publication, 1952
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508 ANALISIS 515.7 Kno t Knopp, Konrad Theory of functions part I : elements of the general
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New York: Dover,
1945
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509 ANALISIS 515.7 Kol e Kolmogorov, A.N. Elements of the theory of functions and functional
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510 ANALISIS 515.7 Kla m Klauder, John R A modern approach to functional integration New York; Springer, 2010Probability; stochastic theory; infinite-demensional integrals; stochastic
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quantum constraints; quantum field theory; nonrenormalizable; Klauder,
John R
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511 ANALISIS 515.7 Kre i Kreyszig, Erwin Introductory functional analysis with applications New York: John Wiley
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Matric spaces; Normed spaces, Banach spaces; Inner product spaces;
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Spectral theory of bounded self adjoint linaer operators; unbounded linear
operators in hilbert spaces; unbounded linaer operators in quantum
mechanics; material for view and reference
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512 ANALISIS 515.7 Leb i Lebedev, V.I. An Introduction to functional analysis and
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Functions Analysis; Computational; mathematics; Lebedev; Functional
Spaces-Problems; Theory-Approximation; Linear Operators-
FunctionalsInteraction Methods; Solution-Operator Equations
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513 ANALISIS 515.7 Lim f Limaye, Bolmohan
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514 ANALISIS 515.7 Liu e Liusternik L.A. Elements of functional analysis New York: Frederick
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515 ANALISIS 515.7 Ode a Oden, J.Tinsley Applied functional analysis Boca Raton: CRC
Press, 1996
preliminaries; elementary set theory; elementary logic; relations; functions;
cardianlity of sets; foundations of abstract algebra; elemntary topology;
elements of differential and integral calculus; linear algebra; vector spaces;
linear transformations; algebraic duals; euclidean spaces; lebesgue
measure and integration; lebesgue measure; lebesgue integration theory;
topological and metric spaces; elementary topology; theory of metric
spaces; banach spaces; hahn banach extension theorem; bounded linear
operators on normed spaces; closed operators; topological dual, weak
compactness; solvability of linear equations; hilbert spaces; basic theory;
duality in hilbert spaces; elements of spectral theory
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516 ANALISIS 515.7 Ode a Oden, Tinsley Applied Functional Analysis 2nd ed CRC Press, 2010 elementary logic and set theory; linear algebra; lebesque measure and
integration; topological and metric notions; banach spaces; hilbert spaces
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517 ANALISIS 515.7 Pug l Pugachev, V.S. Lectures on functional analysis and applications Singapore: World
Scientific, 1999
Pugachev; Sinitsyn; set, spaces, functions;measure theory; integrals;
topological spaces; spaces of operators and functionals; linear operators;
linear operators in hilber spaces; spectral theory of linaer operators;
nonlinaer problems of functional analysis; elements of approximate
methods in abstract spaces;
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518 ANALISIS 515.7 Red a Reddy, J.N. Applied functional analysis and variational
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New York: McGraw
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general concepts and formulae; filed equations of engineering; concepts
from functional analysis; variational formulations of boundary value
problems; existence and uniqueness of solutions; variaional methods of
approximation; finite element methods
Q/04035, M/01104,
M/03933, M/01106
4
519 ANALISIS 515.7 Rud f Rudin, Walter Functional analysis New York: McGraw-Hill
Inc., 1991
M/03698 1
520 ANALISIS 515,7 Sch p Schechter, Martin Principles of Functional Analysis 2nd ed American
Mathematical Society,
2000
DUALITY; LINEAR OPERATORS; THE RIESZ THEORY FOR COMPACT
OPERATORS; FREDHOLM OPERATORS; SPECTRAL THEORY;
UNBOUNDED OPERATORS; REFLEXIVE BANACH SPACES; BANACH
AL GEBRAS; SEMI GROUPS; HILBERT SPACE; BILINEAR FORMS;
SELFADJOINT OPERATORS; MEASURES OF OPERATORS;
EXAMPLES AND APPLICATIONS;
M/07975, M/07976,
M/07977, M/08020,
M/08021, M/08022
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521 ANALISIS 515.7 Tay g Taylor, Angus, E. General theory of functions and integration New York: Blaisdell
Publ., Company, 1965
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522 ANALISIS 515.7 Tay i Taylor, Angus E. Introduction to functional analysis New York: John Wiley
& Sons, 1958
M/03695, M/03696,
M/04128 ( 2 koleksi
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3
523 ANALISIS 515.7 Tit t Titchmarsh,E.C The Theory of Functions,2nd ed. London: Oxford press,
1939
M/05593 1
524 ANALISIS 515.7 Wil f Wilansky, Albert Functional analysis New York: Blaisdell
Publishing Company,
1964
M/03693 1
525 ANALISIS 515.7 Yos f Yosida, Kosaku Functional analysis Singapore: Tappan
Company [s.n]
M/03690, M/03692,
M/03691 2 Koleksi
dimasukan ke
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3
526 ANALISIS 515.7 Zai f Zaidman,Samuel,1933- Functional analysis and differential equation in
abstract spaces
London: Chapman &
Hall/CRC, 1999
Hilbert space, Definitions; banach spaces and Linear operators; Duality: the
hahn banack extension theorem; singular Abstract differential equations;
semigroups of class and the abstract couchy problem; Compact linear
operators; Countinuous symetric operators in hilbert spaces;
Semidynamical systems; uniqueness of weak solutions for a second order
abstract couchy problem in hilbert space; uniqueness of ultraweak solutions
for a first order abstract couchy problem in banach space; uniqueness of
bounded ultraweak solutions in hilbert space; almost periodic solution; well
posed ultraweak couchy problem and related semigroups of operators;
asymptotic result for ultraweak differential inequalities in hilbert space;
almost periodic solution; variational form of the equations
Q/01674 1
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527 ANALISIS 515.7 Zei a Zeidler, Eberhard Applied functional analysis applications to
mathematical physics
New York: Springer
Verlag, 1995
banach spaces and fixed-point theorems; Hilbert Spaces, Orthogonality,
Dirichet Principle; Hilbert Spaces and Generalized Fourier Series; eigen
problems of linear compact symmetric operators; self adjoint operators, the
friedrichs extension and the partial differential equations of mathematical
physics
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528 ANALISIS 515.72 Ora f Brigham, E. Oran The fast fourier transform and its applications London: Prentice-Hall,
1988
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529 ANALISIS 515.72 Spi t Spiegel, Murray R. Schaum's outline theory and problems of laplace
transformas
New York: McGraw-Hill
Book company, 1965
M/04780, M/03686,
M/03687, M/03688,
M/05589 ( 2 koleksi
disishkan)
5
530 ANALISIS 515.72 Wid l Widder, David Sevnon The Laplace transformation Princeton: Princeton
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M/03685 1
531 ANALISIS 515.723 Dui f Duistermaat, J.J. Fourier integral operators Boston: Birkhauser,
1996
preliminaries; lical theory of fourier integrals; symplectic differential
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532 ANALISIS 515.723 Dyk i Dyke, P.P.G. An introduction to laplace transforms and fourier
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London: Springer,
2001
McClave; Sincich; laplace transform; futher properties of the laplace
transform; convolution and the solution of ordynary differential equations;
fourier series; partial differential equations; fourier transforms; complex
variables and laplace transforms; linear spaces
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533 ANALISIS 515.723 Har f Harding, Robert D. Fourier series and transforms a computer
illustrated text
Boston: Adam Hilger,
1985
Harding; sampling and resolution; periodic functions, harmonics and fourier
series; fourier transforms; the fft algorithm; proof of the dft inverse relations;
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534 ANALISIS 515.723 Lan t Lancaster, Peter Transform methods in applied mathematics an
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New York: John Wiley
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Lancaster; Salkauskas; laplace transform; elementary functions of a
complex variable; fourier series and the discrete fourie transformation;
complex integrals and power series; z transform and discrete filters;
wavelets; vector, metrices, and linear spaces; complex numbers
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535 ANALISIS 515.723 Moe t Moentiarsanto, Joko Teori, soal dan penyelesaian transformasi laplace Yogyakarta: Ananda,
1983
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536 ANALISIS 515.723 Spi t Spiegel, Murray R. Teori dan soal-soal transformasi laplace (seri
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Jakarta: Erlangga,
1985
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537 ANALISIS 515.724 Ral c Rall, Lonis B. Computational solution of nonlinear operator
equations
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& Sons, 1969
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538 ANALISIS 515.724 2 Hor a1 Hormander, Lars The Analysis of linear partial differential operators
I: distribution theory and fourier analysis, 2nd ed
New York: Springer,
1990
Test functions; definition and basic properties of distribution; differentiation
and multiplication by functions summary; convolution; distribution in product
spaces; composition with smooth maps; fourier transformation; spectral
analysis of singularities; hyperfunctions
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539 ANALISIS 515.724 2 Hor a2 Hormander, Lars The Analysis of linear partial differential operators
II
Berlin: Springer-
Verlag, 1990
existence and approximation of solutions of differential equations; interior
regularity of solutions of differential equations; cauchy and mixed problems;
differential operators of constanct strength; analytic dunction theory and
differential equations;fourier laplace transform; convolution equations
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540 ANALISIS 515.724 Sch b Schulze, Bert-Wilfgang Boundary value problems and singular pseudo-
differential operators
New York: John Wiley
& Sons, 1998
Schulze; Pseudo-Differential Operators; Mellion Pseudo-Differential
Operators on manifolds with conical singularities; pseudo differential
calculus on manifolds with adges; boundary value problems
Q/01714 1
541 ANALISIS 515.73 Bry m Bryant, Victor Metric Spaces iteration and application New York: Cambridge,
1999
Bryant; sequences by interation; metric spaces; three cs; contraction
mapping pronciple; makes analysis work
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542 ANALISIS 515.73 Deu b Deutsch, Frank Best approximation in inner product spaces New York: Springer,
2001
inner product spaces; best approximation; existence and uniqueness of
best approximations; characterization of best approximations; metric
projection; bounded linear functional and best approximation from
hyperplanes and half spaces; error of approximation; generalized solution of
linear equations; method of alternating projections; constrained interpolation
from a convex set; interpolation and approximation; convexity of chebyshev
set
Q/01410, Q/01713 2
543 ANALISIS 515.73 Tri f Triebel, Hans Fractals and spectra related to fourier analysis and
functions spaces
Boston: Birkhauser,
1997
Fracals-Spectra; Fourier Analysis; Function Spaces; Triebel; Amann;
Fractals; Spaces; Function Spaces; Fractal Pseudofferential Operators
Q/01712 1
544 ANALISIS 515.732 Car s Carothers,N.L A Short course on banach space theory New York: Cambridge,
2005
M/05396 1
545 ANALISIS 515.732 Cas t Castillo, Jesus M.F. Three-space problems in banach space theory New York: Springer
Verlag, 1997
Three-space constructions; Obtain three-space ideals; Classical banach
spaces; Topological properties of banach spaces; Geometrical properties;
Homological properties; Approximation properties
Q/01711 1
546 ANALISIS 515.732 Cem b Cembranos, Pilar Banach spaces of vector valuted forections New York: Springer
Verlag, 1997
Cembranos; preliminaries; copies of co and l1 in lp; c(k,x) sapces;
tabulation of results
Q/01701 1
547 ANALISIS 515.732 Lin c1-2 Lindenstrauss, Joram Classical Banach Spaces I and II: seguence
spaces, funchons spaces
Berlin: Springer Verlag
,1977
Squences Spaces; Banach Spaces; Functions Spaces; Lindenstrauss;
Tzafrii; Schauder Bases; Spaces; Symmetric Bases; Orlicz Sequence
Spaces
Q/01704, Q/01705 2
548 ANALISIS 515.733 Akh t Akhiezer, N.I. Theory of Linear Operators in Hilbert Spaces: two
vollumes bound as one
New York: Dover,
1993
hilbert space; linear functionals and bounded linear oprators; continued;
projection operators and unitary operators; gereral concepts and
propositions in the therory of linear operators; continued; spectral analysis
of completely continuous operators
Q/04023, Q/04022 2
549 ANALISIS 515.733 Akh t1 Akhiezer, N.I. Theory of linear operators in hilbert space volume
1
New York: Frederick
Ungar Publishing,
1961
M/03681 1
550 ANALISIS 515.733 Ber i Berberian, Streling K. Introduction to hilbert space New York: Oxford
University Press, 1961
M/03679, M/03680 2
551 ANALISIS 515.733 Hal h Halmos, Paul R. A Hilbert space problem book New Jersey : D. Van
Nostrand Company,
1967
M/03678 1
552 ANALISIS 515.733 You i Young, Nicholas An introduction to hilbert space New York: Cambridge,
2002
inner product spaces; normed spaces; hibert and banach spaces;
orthogonal expansions; classical fourier series; dual spaces;linear oprators;
sturm-liouville systems; green'functions; eigenfunction expansions; positive
operators and contractions; hardy spaces; interlude;complex analysis and
oprators in engineering; approximation by analytic finctions; approximation
by meromorphic functions;
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553 ANALISIS 515.78 Shi i Shilov, Georgi E. An Introduction to the theory of linear spaces Englewood Cliffs, NJ:
Prentice-Hall, 1961
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554 ANALISIS 515.782 Rie a Riestra, J.A A generalized taylor's formula for function of
several variables and certain of its applications
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1995
Biased differentialbility; taylor-formula; Biased differentiability; Extrema;
Sufficiency-biased jets
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555 ANALISIS 515.8 Gof r Goffman, Casper Real Functions New York Holt 1953 M/05354 1
556 ANALISIS 515.8 Hut f Hutahaean, E. Fungsi riil Bandung: ITB, 1980 M/01228, M/01212,
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557 ANALISIS 515.8 Nag i Nagy, Bela S. Introduction to real function New York: Oxford
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558 ANALISIS 515.84 Ada c Adams, Robert A Calculus of several variables,2nd ed. New York: Addison-
Wesley, 1991
M/05668 1
559 ANALISIS 515.84 Coo m Coombes, Kevin R. Multivariable calculus and mathematica with
applications to geometry and physics
New York: Springer,
1998
vectors and graphics; geometry of curves; kinematics; directional
derivatives; geometry of surfaces; optimization in several variables; multiple
integrals; physical applications of vector calculus; mathematica tips;
Q/01243 1
560 ANALISIS 515.84 Edw m Edwards, C. Henry Multivariable calculus with analytic geometry, 5th
ed.
Upper Saddle River,
NJ: Prentice-Hall, 1998
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561 ANALISIS 515.84 Lan c Lang, Serge Calculus of Several Variables, 3rd ed. (Graduate
texts in Mathematics)
New York: Springer,
1995
Calculus; Several Variables; Lang; Vectors; Differential-Vectors; Functions-
Several Variables; Chain Rule; Maxima, Minima; Derivatives; Integrals-
Double Integrals; Mappings, Inverse Mappings; Matrices; Linear Mappings;
Determinants; Appication Functions-Several Variables
Q/01666, Q/01665,
Q/01989, Q/01991,
M/04263, M/01990
6
562 ANALISIS 515.9 Ahl c Ahlfors, Lars V. Complex analysis an introduction to the theory of
analytic function of one complex variable,2nd ed.
Tokyo: McGraw-Hill
Kogakhusha, 1966
M/03660, M/03664 2
563 ANALISIS 515.9 And t Andersson, Mats Topics in complex analysis New York: Springer
Verlag, 1997
Functions; Mathematical Analysis; BMO; Harmonic-Functions; Value
Distribution; Zero; Growth; Anderton; Analytic Functions; Analytic mappings;
Analytic Approximation-Continuation; Harmonic-Subharmonic Functions;
Zero, Growth, Value Distribution; Harmonic Function; Fourier Series;
Spaces; Carona Theorem
Q/01663, Q/01664 2
564 ANALISIS 515.9 Bak c Bak, Joseph Complex analysis, 2nd ed. New York : Springer
Verlag, 1997
Complex Analysis; Functions; Analysis; Cauchy-Riemann; Residue
Theorem; Bak; Newman; Complex Numbers; Functions- Complex Variable;
Analituc Functions; Line Integrals- Entire Functions; Analytic Functions;
Residue Theorem; Further Contour Integral Thechniques; Riemann
Mapping Theorem; Maximum-Modulus Theorems; Unbounded Domains;
Harmonic Functions; Different Forms; Analytic Functions; Gamma; Zeta
Functions; Mathematics
Q/01336, Q/01201,
M/01353, M/05161,
M/06698 1 Koleksi
dimasukan ke
gudang
5
565 ANALISIS 515.9 Che m Cheung, C.K. A Quide to Multivariable calculus with maple v New York: John Wiley
& Sons, 1994
Multivariable Calculus; Maple; Cheung; Harer; Plotting Functions-Variable;
Coordinates-Space; Vector Products; Parametric Lines-Planes; Parametric
Curves; Finding Parametrizations; Function Two Variables; Level Curve-
Contour Lines; Functions-Three Variables- Level Surfaces; Parametric
Surfaces; Cylindrical Coordinates; Spherical Coordinates; partial
Derivatives; Chain Rule; Gradients, Directional Derivatives, Vector Fields;
Tangent Planes; maxima, Minimums, Saddle Points; Method-Largement
Multipliers; Double Integrals; Polar Integrals; Triple Integrals; Rectangular
Coordinates; Triple Integrals-Spherical Coordinates; Line Integrals;
Conservative Vector Foelds; Greens Theorem; Surface Integrals; Stoke
Theorem; Divergence Theorem
Q/01643, Q/01642,
Q/03886
3
566 ANALISIS 515.9 Com edited: Klaus Ambos-
Spies
Complexity theory current research Cambridge:
Cambridge University
Press, 1994
Low Information content; Additional queries; Algorithmically random
languages; Bounded reductions; Promise problems; Complexity-space
bounded interactive; Fixed parameter tractability; Abstract complexity
theory; Graph isomorphism problem; Associative storage
Q/03893 1
567 ANALISIS 515.9 Com Edited by Ali, R.M Computational methods & functions theory 1994 :
21-25 March 1994, Penang Malaysia (series in
approximation decompositions), vol. 5
Singapore: World
Scientific, 1995
M/00869 1
568 ANALISIS 515.9 Det a Dettman, Jhon W. Applied complex variables New York: The
MacMillan Company,
1965
M/03632 1
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569 ANALISIS 515. 9 Gam c Gamelin, Theodore W. Complex Analysis New York: Springer,
2001
M/04256, M/04255,
M/04254, M/04253,
M/05730
5
570 ANALISIS 515.9 Has m Hasugian,M. Jimmy Menguasai Analisis Kompleks dalam Matematika
teknik
Bandung: Rekayasa
Sains, 2006
M/05419 1
571 ANALISIS 515.9 Kap i Kaplan, Wilfred Introduction to analytic function Massachusetts:
Addison-Wesley
Publishing, 1966
M/03630, M/03631 2
572 ANALISIS 515.9 Lan c Lang, Serge Complex analysis New York: Springer-
Verlag, 1994
Entire, Meromorphic Functions; Complex Analysis; Lang; Complec
Numbers-Functions; Power Series; Cauchy Theorem; Winding Numbers;
Integral Formulas; Calculus-Residues; Conformal mappings; Harmonic
Functions; Geometry Function Theory; Scwarz Reflection; Riemann
Mapping Theorem; Analytic Continuation Along Curve; Various Analytic
Topics; Maxima Modul PrincipleElliptic Functions; Gamma-Xeta Functions;
Prime Number Theory
Q/01699, Q/01700 2
573 ANALISIS 515.9 Lev c Levinson, Norman Complex variables San Francisco: Holden-
Day, Inc, 1970
M/03634 1
574 ANALISIS 515.9 Nee v Needham, Tristan Visual complex analysis Oxford,NY: Claredon
Press, 1997
Complex variabel; Analysis;Visual Q/01034, Q/01698 2
575 ANALISIS 515.9 Osb c Osborne, Anthony D. Complex Variables and their applications England: Addison
Wesley, 1999
functions of a complex variable; differentiation and the couchy riemann
equations; integration, cauchy s theorems and related results; infinite
series, taylor series and laurent series; residue theorem and its
applications; conformal transformations; linear ordinary differential
eqautions; fourier and laplace transforms; laplace equations and other
linear partial differential equations; analytic functions; eliptic functions
Q/04680 1
576 ANALISIS 515.9 Osg f Osgood, William Fogg Function of a complex variable New York
G.E.Stechert & Co.
1942
M/03633 1
577 ANALISIS 515.9 Pal c Paliouras, John D. Complex variables for scientists and engineers New York: MacMillan
Publishing, 1975
M/00675, M/03636 2
578 ANALISIS 515.9 Pal p Paliouras, John D. Peubah kompleks untuk ilmuwan dan insinyur Jakarta: Erlangga,
1975
M/04828 1
579 ANALISIS 515.9 Pen e Pennisi, Louis L. Elements of complex variables,2nd ed. New York: Holt,
Rinehart and Winston,
1976
M/03645 1
580 ANALISIS 515.9 Pen e Pennisi, Louis L Elements of complex variables New York:
Holt,Rinehart and
Winston, 1963
M/03637 1
581 ANALISIS 515.9 Pri p Priestley, H.A. Pengantar analisis kompleks, edition revisi Bandung: ITB, 1993 M/03642, M/03639,
M/03640, M/03638,
M/03641 3Koleksi
dimasukan ke
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5
582 ANALISIS 515.9 Rem c Remmert, Reinhold Classical topics in complex function theory
(Graduate texts in Mathematics)
New York: Springer
Verlag, 1998
Infinite products and holomorphic functions; the gamma functions; entire
functions with prescibed zeros; holomorphic functions with prescribed
zeros; issas theorem domains of holomorphy; functions with prescribed
principal parts; the tgeirens if nobtek abd vitali; the riemann mapping
theorem; automorphisms and finite inner maps; the theorems of bloch,
picard, and schottky; boundary behavior of power series; runge theory of
compact sets; runge theory for regions; invariance of the number of holes
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583 ANALISIS 515.9 Roc c Rockafellar, R. Tyrrell Convex analysis New Jersey: Princeton
University Press, 1970
M/03646 1
584 ANALISIS 515.9 Saf f Saff,E.B. Fundamentals of Complex analysis for
mathematics, science,and engineering
New Jersey: Prentice-
Hall, 1976
M/05302 1
585 ANALISIS 515.9 Sax i Saxena, Subhash
Chandra
Introduction to real variable theory New Delhi: Prentice-
Hall, 1980
M/03515, M/03516 2
586 ANALISIS 515.9 Sha p Shakarchi, Rami Problems and Solutions for Complex Analysis Springer, 1999 complex numbers and functions; power series; cauchys theorem firs part;
winding numbers and cauchys theorem; applications of cauchys integral
formula; calculus of residues; conformal mappings; harmonic functions;
schwarz reflection; the rieman mapping theorem; analytic continuation
along curves; applications of the maximum modulus principles and jensen
formula; entire and meromorphic functions; the gamma and zeta functions;
the prime number theorem
M/07777, M/07778,
M/07789
3
587 ANALISIS 515.9 Spi c Spiegel, Murray R. Schaum's outline of theory an d problems of
complex variables : with an introduction to
conformal mapping and its applications including
640 solved ploblems
Singapore: McGraw-
Hill, 1981
M/03654, M/03651,
M/03652, M/03655,
M/03650, M/03653,
M/03929, M/03649,
M/03648 1Koleksi
dimasukan ke
gudang
9
588 ANALISIS 515.9 Spi s Spiegel, Murray R Schaum's outlines complex variables : with an
introduction to conformal mapping and its
applications including 640 solved ploblems, 2nd ed
New York; McGraw-
Hill, 2009
complex numbers; real numbers system; graphical; functions; limits;
continuity; complex differentiation; infinite series; theorem evalution; special
topics; conformal mapping; boundary value problems
M/06372 1
589 ANALISIS 515.9 Spi t Spiegel, Murray R. Teori dan soal-soal peubah kompleks dengan
pengenalan pemetaan konformal dan
penerapannya
Jakarta: Erlangga, M/03840, M/05151,
M/06535, M/06536
4
590 ANALISIS 515.9 Sve t Sveshnikov, A.G. The Theory of functions of a complex variable Moscow: MIR
Publisher, 1971
M/03647 1
591 ANALISIS 515.9 Top edited, Stancho Dimiev
and Kouei Sekigawa
Topic in complex analysis, differential geometry
and mathematical physics Trird international
woorkshop on complex structures and vector fileds
Singapore: World
Scientific, 1997
recent progress on holomorphic chains with given boundary; on the
conjugate harmonic functions of M.Riesz-E.Stein-G.Weiss; on removable
singulararities of integrable CR functions; on holomorphic continuation of
functions along complex curves; problems in almost complex analytic
geometry; bigraduated complexes on the almost complex manifolds; lie
groups acting on the mobius strip; integral formulae in the two-dimensional
quaternionical analysis; Dc-spaces (double complex spaces); geomerty of
hermitian surfaces; manifolds of negative curvature and nilpotent groups;
general existence of geometry of 6-dimensional sphere; multiple periodic
solutions of some non coercive hamiltonian systems; on twistor quantization
of loop spaces and kahler manifolds; an integrable systemn on; sets of
compatible non-self-adjoint observables as examples of partial GW and von
neumann algebraic structures in a complex hilbert space; lagrangian
formalism for tensor fields; list of participants;
Q/01072 1
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592 ANALISIS 515.9 Vol c Volkovyskii, L I A Collecion of Problems on Complex Analysis Dover Pubs, 1965 complex numbers and function of a complex variable; conformal mapping
connected with elementary functions; supplementary geometrical question
generalised analytic function; integral and power series; laurent series
singularities of single valued function integral function; residues and their
applications; integrals of cauchy type the integral formulae of posson and
schwarz singular integrals; analytic continuation singularities of many
values character riemann surfaces; conformal mapping ; application to
mechanics and physics
M/07754, M/07755,
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593 ANALISIS 515.9 Vol p Colkovysky, L. Problems in the theory of functions of a complex
variable
Moscow: MIR
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594 ANALISIS 515.9 Whi c Whitney, Hassler Complex analytic varieties Reading,
MassachusettsL:
Addison-Wesley, 1972
M/03659 1
595 ANALISIS 515.9 Wun c Wunsch, A. David Complex variables with applications Reading, MA: Addison-
Wesley, 1994
Complex Varibales; Complex Varibles; Wunsch; complex numbers;
complex funtion and its derivative; basic transcendental functions;
integration in the complex plane; infinite series involving a complex variable;
resudues and their in integration; laplace transforms and stability of
systems; conformal mapping and some of its applications;
Q/01695 1
596 ANALISIS 515.92 Cop i Copson, E.T. An Introduction to the theory of functions of a
complex variable, Ed. ke-1
Oxford: Clarendon
Press, 1935
M/03657 1
597 ANALISIS 515.93 Ana Analysis of one complex variable proceeding of the
American mathematical society 321st wyoming
meeting University of Wyoming August 10-15,
1985
Singapore: World
Scientific, 1987
M/03663 1
598 ANALISIS 515.93 Bro c Brown, James Ward Complex variables and applications, 6th ed. New York: McGraw-
Hill, 1996
Complex Numbers; Analytic Functions; Elementary Functions; Integral;
Complex Variables; Applications; Brown; Churchill; Series; Residues-Poles;
Applications-Residues; Mapping-Elementary Functions; Conformal
Mapping; Application-Conformal Mapping; Schwarz-Chistofel
Transformation; Integral Formulas-Poisson Type
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Q/01692, Q/02086,
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Q/01693, M/04992,
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599 ANALISIS 515.93 Bro c Brown, James Ward Complex Variables and applications, 4th ed New York: McGraw-
Hill, Inc., 1984
M/03624, M/03626,
M/03625 1Koleksi
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600 ANALISIS 515.93 Bro c Brown, James Ward Complex variables and applications,5th ed. New York: McGraw-Hill
Publishing Company,
1990
M/03628, M/03629,
M/03627, M/04234 2
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601 ANALISIS 515.93 Bro c Brown, James Ward. Complex Variables and Applications, 7th ed. Boston: McGraw Hill,
2004
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602 ANALISIS 515.93 Bro c Brown, James Ward Complex variables and applications, 8th ed. Singapore: McGraw
Hill, 2009
complex numbers; basic algebraic; vectors; analytic functions; mapping;
elementary functions; integrals; series; poles; residues; elementary
functions; conformal mapping; schwarz-christoffel transformation; integral
formulas; poisson type
M/06256, M/06265
M/06902, M/06903,
M/06944, M/06945,
M/06946, M/07426
8
603 ANALISIS 515.93 Bro c Brown, James Ward Complex variables and applications, 9th ed. McGraw Hill, 2014 Complex numbers; analytic function; elementary functions; integrals; series;
residues and poles; applications of residues; mapping by elementary
functions; conformal mapping; applications of conformal mapping; the
schwarz christoffel transformation; integral formulas of the poison type
M/07602, M/07603,
M/07604, M/07605,
M/07606, M/07709,
M/07710, M/07716,
M/07717, M/07884,
M/07885, M/07886,
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15
604 ANALISIS 515.93 Con f Conway, John B. Function of one complex variable : graduate texts
in mathematics II
New York: Springer,
1973
M/05340 1
605 ANALISIS 515.93 Con f1 Conway, John B. Functions of one complex variable I, 2nd New York: Springer
Verlag, 1978
Complex Number systems; Metric Spaces, Topology-C; Elementary
Properties and examples of analytic functions; Complec Integration;
Singularities; Maximum Modulus Theorem; Compacness and Convergence
in the Space of analytic functions; runges theorems; analytic continuation
and riemann surfaces; harmonic functions; entrie functions range of a
analytic functions
Q/01690, Q/01691 2
606 ANALISIS 515.93 Con f2 Conway, John B. Functions of one complex variable II New York: Springer
Verlag, 1995
Return-Basics; Conformal Equivalence; Sinply Connected Regions; Finitely
Connected Regions; Analytic Convering maps; Bieberbach Conjecture;
Fundamental Concepts-Analysis; Harmonic Functions Redux; Hardy
Spaces-Disk; Potential Theory-Place; Conway
Q/01689, Q/01688 2
607 ANALISIS 515.98 Kal m Kalandiya, A.T. Mathematical methods of two dimensional
elasticity,first ed.
Moscow: MIR
Publisher, 1975
M/03666 1
608 ANALISIS 515.982 Chu f Chuang, Chi-Tai Fix-Points and Factorization of Meromorphic
Functions
Singapore: World
Scientific, 1990
M/04700 1
609 ANALISIS 515.983 Lom e Lomont, J.S. Elliptic polynomials New york: chapman &
hall, 2001
binomial sequences of polynomials; the binomial sequences generated
from; the functions elliptic polynomials of the first kind; the moment
polynomials; the functions elliptic polynomials of second kind; inner
products, integrals, and moments-favard's theorem; the functions
orthogonal sequences; the functions in classes I and II; the tangent
numbers; class IIIfunctions-the polynomials; coefficient of the polynomials;
the polynomials; the orthogonal sequences; the weight functions for;
miscellaneous results; polynomial inequalities; some conluding questions;
Q/01687 1
610 ANALISIS 516 Ced c Cederberg, Judith N. A Course in modern geometries New York: Springer
Verlag, 1995
Axiomatic systems and Finding geometries; Non-euclidean geometry;
Geometric transformations of the euclidean plane; Project geometry
Q/01742, Q/04068,
M/05150
3
611 ANALISIS 516 Cox g Coxford, Arthur Geometry (the university of chicago school
mathematics project)
California: Scott
Foresman,1993
M/03129 1
612 ANALISIS 516 Fab f Faber, Richard L. Foundations of euclidean and non-euclidean
geometry
New York: Marcel
Dekker, 1983
Beginnings; Greek geometry; Axiomatic method; History-parallel postulate;
Fundamentals-lobachevkian geometry; Trigonometric formulas; Weierstrass
model; Lobachevkian geometry; Physical space
Q/01758 1
613 ANALISIS 516 Geo^ Usiskin, Xalman…et al Geometry, 2nd ed. Illinois: Scott
Foresman, 1997
Points-lines; language and logic of geometry; Angles and lines; Reflections
to congruence; proofs using congruence; Polygons and symmetry; ;
primeters and areas; three dimensional figures; surface areas and volumes;
indirect and coordinate proofs; similarity; similar triangles and trigonometry;
futher work with circles
Q/00711 1
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
614 ANALISIS 516 Gos m Gosson, Maurice de. Maslov slasses, metaplectic representation and
lagrangian quatization
Berlin: Academic
Verlag, 1997
symplectic geometry; Maslov Sasses; Metaplectic Representation;
Lagragian-Equation; Gosson; Introduction-Symplectic Geometry; Maslov
Classes; Metaplestic Representation-SP; Lagrangian Quantization;
Quantum Mechanics; symplectic group; symplectic manifolds; hamiltonian
mechanics; maslov classes; fourier transform; quadratic fourier transform
Q/03891 1
615 ANALISIS 516 Kag g Kagan, Shelly The Geometry of Desert Oxford Univ. Press,
2012
M/07802, M/08117 2
616 ANALISIS 516 Kin t Kindle, Joseph H. Schaum's outline theory and problem of place and
solid analitic geometry : including 345 solved
problems and 910 suplementary problems
New York: McGraw-Hill
Book Com., 1950
M/03171, M/03170,
M/03169
3
617 ANALISIS 516 Mar f Martin, George E. The Foundation of geometry and the noneuclidean
plane
New York: Intext
Educational
Publishers, 1972
M/03131 1
618 ANALISIS 516 Moi g Moise, Edwin E. Geometry: teachers edition London: Addison,1965 M/05595, M/06854 2
619 ANALISIS 516 Mum g Mumford, David Geometric invariant theory Berlin: Springer
Verlag, 1965
M/03181 1
620 ANALISIS 516.04 Bar s Baragar, Arthur A Survey of Classical and Modern Geometries with
computer activities
Upper Saddle
River,NJ: Prentice Hall
,2001
euclidean geometry; geometry in greek astronomy; construction using a
compass and straigtedge; geometry sketchpad; higher dimensional objects;
hyperbolic geometry; poincare models of hyperbolic geometry; tillings and
lattices; foundations; spherical geometry; projective geometry;
pseudosphere in lorentz space; finite geometries; nonconstructibility;
modern research in geometry; selective time line of mathematics; quick
reviews; hints, answers, and solutions
Q/00876, M/05385 2
621 ANALISIS 516.04 Dub m Dubrovin B.A. Modern geometry-methods and applications part 1
the geometry of surfaces, transformation groups
and fields
New York: Springer
Verlag, 1992
Modern Geometry Methods; theory of Surfaces; Algebraic Theory;
Differenatial Calculus of Tensors; Elements of Calculus Variations; Calculus
of Variations in several dimensions
Q/01756 1
622 ANALISIS 516.04 Hen m Henle, Michael Modern geometries the analytic approach Upper Saddle River,
NJ: Prentice-Hall, 1997
Background; Plane geometry; Projective geometry; Solid geometry; Extrax;
Axiom system; Conclusion; complex numbers; geometric transformations;
erlanger programm; mobius geometry; steiner circles; hyperbolic geometry;
cycles; hyperbolic length; elliptic geometry; absolute geometry; real
projective plane; projective transformations; multidimensional projective
geometry; universal projecttive geometry; quaternious; euclidean and
pseudo euclidean solid geometry; hyperbolic and elliptc solid geometry;
graphs and matroids; reflections; discrete symmetry; non euclidean
symmetry; hilbert axioms; bechmann axioms; metric absolute geometry;
cultural impact of non euclidean geometry; geometry idea of space
Q/01755 1
623 ANALISIS 516.04 Jen m Jennings, George A. Modern geometry with applications George A.
Jennings
New York: Springer
Verlag, 1994
Euclidean Geometry; Spherical Geometry; Conics; Projective Geometry;
Special Relativity; Jennings
Q/01753, Q/01754 2
624 ANALISIS 516.096 Ger g Gerdes, Paulus Geometry from Africa mathematical and
educational exploration
Washington: MAA,
1999
geometrical ideas in africa south of the sahara; african design to
discovering the phythagorean theorem; geometrical ideas in crafts and
possibilities for their educational exploration; sona sand drawing tradition
and possibilities for its educational use
Q/01051, Q/01752 2
625 ANALISIS 516.1 Cle g Clemens, Stanley R. Geometry with applications and problem solving California: Addison
Wesley, 1984
M/04850 1
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626 ANALISIS 516.1 Fal f Falconer, Kenneth Fractal geometry mathematical foundations and
applications
Chichester: John Wiley
& Sons, 1990
mathematical background; hausdorff measure and dimension; alternative
definitions of dimension; techniques for calculating dimensions; local
structure of fractals; projections of fractals; products of fractals;
intersections of fractals; gractals defined by transformation; examples from
number theory; graphs of functions; examples from pure mathematics;
dynamical systems; iteration of complex functions; random fractals;
brownian motion and brownian surfaces; multifractal measures; physical
applications
Q/01115, Q/01114,
Q/01757
3
627 ANALISIS 516.16 Pot c Pottmann, Helmut Computational line geometry : mathematics and
visualization
New York: Springer,
2010
geometry; differential geometry; elementary concepts of algebraic
geometry; rational curves and surfaces; geometri design; models of line
space; klein model; grassmann algebra; linear complexes; linear manifolds
of complexes; approximation in line space; ruled surface; developable
surface; numerical geometry; kinematic mappings; linear line mappings;
visualization klein model
M/06455 1
628 ANALISIS 516.182 Hum v Hummel, James A. Vector geometry Massachusetts:
Addison Wesley
Publ.Com, 1965
M/03183, M/03182 2
629 ANALISIS 516.2 Hen e Henderson., David W. Experiencing geometry in euclidean, spherical and
hyperbolic spaces, 2nd ed.
New Jersey: Prentice
Hall, 2001
straightness oh spheres; straightness on cylinders and cones; straightness
oh hyperbolic planes; triangles and congruencies; area and holonomy;
parallel transport; SSS, ASS, SAA, AAA; parallel postulates; isometries and
patterns; dissection theory; square roots, pythagoras, and similar triangles;
circles in the plane; projections of a sphere onto a plane; projections
models of hyperbolic planes; geometric 2 manifolds and coverings;
geometric solutions of quadratic and cubic equations; trigonometry and
duality; 3 spheres and hyperbolic 3 spaces; polyhedra; 3 manifolds the
shape of space
Q/01751, Q/00770,
Q/03884
3
630 ANALISIS 516.2 Moi e Moise, Edwin E. Elementary geometry from an advanced
standpoint,3rd ed.
Massachusetts:
Addison Wesley
Publ.Com., 1990
M/05596, M/05619,
M/05617, M/05598,
M/05140, M/05132,
M/04066, M/04777,
M/04776, M/04778,
M/03184, M/05781 2
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ke gudang, M/07479,
M/07480
14
631 ANALISIS 516.2 Som i Sommerville, D.M.Y. An Introduction to the geometry of and dimensions New York: Dover Publ,
1958
M/03190 1
632 ANALISIS 516.24 Ayr s Ayres, Frank J.R. Schaum's outline of thoery and problems of
trigonometry, 3rd ed.
New York: McGraw
Hill, 1999
angles and applications; trigonometric functions of a general angle;
trigonometric functions of an acute angle; solutions of right triangles;
practical applications; reduction to functions of positive acute angles;
variation and graphs of the trigonometric functions; basic relationships and
identities; trigonometric functions of two angles; sum, difference, and
product formulas; oblique triangles; area of a triangle; inverse of
trigonometric functions; trigonometri equations; complex numbers;
geometry;
Q/00932, Q/00924 2
633 ANALISIS 516.24 Par m Parker, Richard Maple for trigonometry Albany, NY: Delmar,
1997
the origins of Trigonometry; Maple tutorial; measuring angles and arc
lengths; Parker; Maple Tutorial; Algebra; Three Basic Trigonometric
Functions; Reciprocal Trigonometric Functions of an Acute Angle;
Trigonometry Identities; Vectors and Trigonometry; Trigonometric Equations
of two angles
Q/01750, Q/01749 2
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634 ANALISIS 516.24 Sul t Sullivan, Michael Trigonometry enhanced with graphing utilities, 2nd Upper Saddle River,
NJ: Prentice-Hall, 2000
Functional and Their graphs; Trigonometric functions; Analytic
trygonometry; Applications-trigonometric functions; Polar coordinates:
Vectors; Analytic geometry; Exponential and Logarithmic functions
Q/01748, Q/01747 2
635 ANALISIS 516.3 Rid a Riddle, Douglas F. Analytic geometry, 6th Boston: PWS, 1996 Analytic Geometry; Riddle; Plane Analytic Geometry; Vectors-Plane; Line;
Circle; Conic Sections; Transformation-Coordinates; Curve Sketching; Polar
Coordinates-Parametric Equations; Solid Analytic Geometry
Q/01738, Q/01739 2
636 ANALISIS 516.3 Sur t Suryadi, H.S. Teori dan soal ilmu ukur analitik ruang : seri
matematika, frist ed.
Jakarta: Ghalia
Indonesia, 1984
M/03191, M/03187,
M/03192
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637 ANALISIS 516.3 Sur t Suryadi, H.S Teori dan soal ilmu ukur analitik ruang : serial
matematika dan komputer ASKI
Jakarta: Ghalia
indonesia
M/03132, M/03175,
M/05694, M/05695,
M/06524, M/06523,
M/06522, M/06847,
M/06848, M/06849,
M/06850, M/07239 (1
Koleksi disisihkan
ke gudang
12
638 ANALISIS 516.36 Adv Tricerri, F. Advances in Differential Geometry and Topology Singapore: New
Jersey, 1990
M/04710 1
639 ANALISIS 516.36 Car d Carmo, Manfredo P. Differential geometry of curves and surfaces Englewood Cliffs, NJ:
Prentice-Hall, 1976
M/03173, M/03172 2
640 ANALISIS 516.36 Dif edited: George M.
Rassias
Differential geometry, calculus of variations and
their applications
New York: Marcel
Dekker, 1985
Categories of dynamical models; almost universal maps and the almost
fixed poin property; nature approach to flow problems; differential geometry
and lagrangian formalism; geometry of bicharacteristics and stability of
solvability; simplest nonlinear yang mills theory that works; euler, morse,
and the calculus of variations; birth and early developments of pade
approximations; helmholtz decomposition of vector fields; nonlinear
dispersive waves and variatinal principles; priori growth; holder estimates;
conservation laws in gauge field theories; borel spectral sequence; newton,
eulerm poe in the calculus of cariations; stability of minimum points for
problems with constraints; leondard euler: mathematical modeller and
model for mathematicians; noncommutative calculus of variantions;
reciprocity condition; soliton hysics; finite condimensional lie; optimal control
theory; relative harmonic dimensions; gradient vector fields; continuation
methods; filed theory of caratheodory
Q/03890 1
641 ANALISIS 516.36 Doc d Docarmo, Manfredo Differential Geometry of Curves and Surfaces :
revised and updated 2nd ed
Dover, Pubs, 2016 M/08159, M/08160 2
642 ANALISIS 516.36 Eis i Eisenhart, Luther Pfahler An Introduction to differential geometry with use of
tensor calculus
Prentice hall, 947 M/03174 1
643 ANALISIS 516.36 Gra t Gray, Alfred Tubes Redwood city: Addison
Wesley Publ.Co., 1990
M/03188 1
644 ANALISIS 516.36 Lan d Lang, Serge Differential and riemannian manifolds Berlin: Springer, 1995 Differential Calculus; Vector Bundies; Vector Foelds-Differential Equations;
Differential Forms; Theorem-Probenius; Matric; Covariant Derivatives-
Geodesics; Curvature; Volume Form; Integration-Differential Forms; Stokes
Theorem; Spectral Theorem; Lang
Q/01746 1
645 ANALISIS 516.36 Lip t Lipschutz, Martin M. Theory and problems of differential geometry:
schaum's outline series
New York: McGraw-Hill
Inc, 1969
M/03186, M/03779,
M/06711
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646 ANALISIS 516.36 Mcc g McCleary, John Geometry from a different table viewpoint Cambridge:
Cambridge University
Press, 1994
synthetic methods and results; spherical geometry; euclid; theory of
parallels; non euclidean geometry; differential geometry; curves; curves in
space; surfaces; map projection; curvature for surfaces; metric equivalence
of surfaces; geodesics; gauss; constant curvarute surfaces; recapitulation
and coda; abstract surfaces; modeling the non euclidean plane; epilog
Q/01741, Q/03904,
Q/04959, M/03200,
M/03198, M/03197,
M/03179, M/03178,
M/03180, M/03185,
M/03177, M/03196,
M/03195, M/04039,
M/03194, M/03193,
M/03199 4 Koleksi
dimasukan ke
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17
647 ANALISIS 516.36 Mcc g McCleary, John Geometry from a different table viewpoint 2nd ed Cambridge:
Cambridge University
Press, 2012
prelude and themes synthetic methods and result; spherical geometry;
euclid; the theory of pararell; non-euclidean geometry; differential geometry;
curves in the plane; curves in spaces; involutes and evolutes; surfaces; the
tangent plane; stereographic projection; gnomonic projection; sinusoidal
projection; cylidrical projections; azimuthal projection; curvature for
survaces; metric equivalence of surfaces; geodesics; euclid revisited;the
gauss bonnet theorem; recapitulation and coda; beltrami disk; poincare
disk; culvature
M/06898, M/06899,
M/06911, M/07818,
M/07819, M/08120,
M/08121
7
648 ANALISIS 516.36 Opr d Oprea, John Differential geometry and its applications Upper Saddle River,
NJ: Prentice-Hall, 1997
Geometry-curves; Surfaces; Sonstant mean; Geodesics, Metrics,
Isometries; Holonomy; Minimal surfaces; Compex variables; Calculus-
variations
Q/01745 1
649 ANALISIS 516.36 Pra p Pranoto, Iwan Pengenalan Geometri Diferensial Bandung: ITB, 2004 M/04954 1
650 ANALISIS 516.36 Sha d Sharpe, R.W. Differential geometry New York: Springer
Verlag, 1997
Differential Topology; Foliations; Fundamental Theorem-Calculus; Klein
Geometries; Cartan Geometries; Riemannian Geometry; Mobius Geometry;
Projectve Geometry; Ehresmann Connections; Slipping-Twisting;
Classication; Differential Operators Obtained-Symmetry
Q/01737, Q/01736 2
651 ANALISIS 516.36 Tho e Thorpe, J.A. Elementary topics in differential geometry New York: Springer
Verlag, 1979
Vector Fields; Tangent Space; Surfaces; Vector Fields; Gauss Map;
Geodesics; Parallel Transprt; Weingaten Map; Curvature-Plane Curve;
Length-Line Integrals; Curvature-Surfaces; Convex Surfaces; Parametrized
Surfaces; Local Equivalence; Focal Points; Minimal Survases; Exponential
Map; Boundary; Gauss-Bonnet Theorem; Rigid Motions Congurence;
Isometries; Riemannian Metrics
Q/01735, Q/01734 2
652 ANALISIS 516.36 Wal m Walschap, Gerald Metric Structures in Differential Geometry M/06816 1
653 ANALISIS 516.36 Wil d Willmore, T.J. An Introduction to differential geometry New York: Oxford
University Press, 1959
M/03201 1
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654 ANALISIS 516,36 Zil z Zilber, Boris Zariski Geometries Geometry from the Logicians
Point of View
Chambridge, 2010 M/07801 1
655 ANALISIS 516.362 Tuy c Tuy, Hoang Convex analysis and global optimization Dordrecht: Kluwer
Academic, 1998
Convex sets; Convex functions; Functions; Global optimization; motion and
overview; Successive partitioning methods; auter and Inner approximation;
Decomposition; Nonconvex quadratic programming
Q/01740 1
656 ANALISIS 516.373 Boo I Boothby An introduction to differentiable Manifold and
Riemann Geometry, 2nd
Amsterdam: Academic
Press, 2003
introduction to manifolds; functions of several variables and mappings;
differentiable manifolds and submanifolds; vector fileds on a manifolds;
tensor and tensor field on manifolds; integration on manifolds; differentiation
on riemannian manifolds; curvature
Q/00817 1
657 ANALISIS 516.373 Mor r Morgan, Frank Riemannian geometry A Beginner's guide Boston: James &
Barleff Publ., 1994
M/03204, M/03203 1
Koleksi dimasukan
ke gudang
2
658 ANALISIS 516.4 Fed f Feder, Jens Fractals New York: Plenum
Press, 1988
M/03202 1
659 ANALISIS 516.5 Ayr t Ayres, Frank Schaum's outline of theory and problems of
projective geometry
New York: Schaum
Publishing, 1967
M/03205 1
660 ANALISIS 516.5 Haw t Hawk, Minor Clyde Schaum's outline of theory and problems of
projective geometry
New York: Schaum
Publ.Co., 1967
M/03210, M/03209 2
661 ANALISIS 516.5 Hey a Heyting, A. Axiomatic projective geometry Groningen:
P.Noordhoff N.V.,
1963
M/03206 1
662 ANALISIS 516 Cha d Chaly, A.T. Descriptive geometry,2nd ed Moscow: Higher
School Publ.House,
1968
M/03208 1
663 ANALISIS 516.9 Hen m Henle, Michael Modern geometries non-euclidean, projective and
discrete
New Jersey: Prentice-
Hall, 2001
Background; Plane geometry; Projective geometry; Solid geometry; Extrax;
Axiom system; Conclusion; complex numbers; geometric transformations;
erlanger programm; mobius geometry; steiner circles; hyperbolic geometry;
cycles; hyperbolic length; elliptic geometry; absolute geometry; real
projective plane; projective transformations; multidimensional projective
geometry; universal projecttive geometry; quaternious; euclidean and
pseudo euclidean solid geometry; hyperbolic and elliptc solid geometry;
graphs and matroids; reflections; discrete symmetry; non euclidean
symmetry; hilbert axioms; bechmann axioms; metric absolute geometry;
cultural impact of non euclidean geometry; geometry idea of space
Q/01723, Q/01724,
Q/03883
3
664 ANALISIS 516.9 Som e Sommerville, D.M.Y. The elements of non euclidean geometry New York: Dover Publ, M/03211 1
665 ANALISIS 519.2 Fal t Falconer, Kenneth Techniques in fractal geometry New York: John Wiley
& Sons, 1997
mathematical background; fractal geometry; some techniques for studying
dimension; cookie cutters and bounded distortion; thermodynamics
formalism; ergodic theorem and fractals; renewal theorem and fractals;
martingales and fractals; rangent measures; dimensions of measures;
some multifractal analysis; fractals and differential equations
Q/01732 1
666 ANALISIS 519.7 Pra m Prawito, Eko Matriks dan perencanaan linear 2 Bandung: ARMICO,
1982
M/02686 1
667 ANALISIS 530.12 Fad g Faddeev. L.D ; Slavnov,
A.A
Gauge Fields : an Introduction to Quantum theory Addison Wesley
Publishing Company
M/00724 1
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668 ANALISIS 531.3 Mer i Merkin, David R. Introduction to the theory of stability New York: Springer-
Verlag, 1997
Theory-Stability; Formulation-Problem; Direct Liapunov Method; Stability-
Equilibrium States; Stability-First Approximation; Stability-Linear
Autonomous Systems; Effect-Force Type; Statbility-Nonautonomous
Systems; Application-Direct Methods; Frequency Methods-Stability
Analysis; Merkin
Q/00362 1
669 ANALISIS 570.151 95 Pag p Pagano, Marcello Principles of mathematics, 2nd Canada: Duxbury,
2000
Principles-Biostatistics; Pagano; Gauvreau Q/04117 1
670 ANALISIS 658.403 Chr i Christakos, George Integrative problem-solvo=ing in a time of decancedNew York; Springer, 2010crossing the gate of night and day; time decadence; shadow epistemology;
measurement; problem solving; historical perspectives; emergence of
epibraimatics; space time; stochastic reasoning; stochastic calculus;
operational epibraimatics; epilogue; model-choice; Christakos, George
M/06471 1
1 BIOINFORMATIKA 004.28.Gib d Gibas, C. Developing Bioinformatics Computer Skill O'Rally, 2001 biology in the computer age; computational approaches to biological
qustions; bioinformatics workstation; setting up your workstation; file and
directores in unix; working on a unix systems; biological research on the
web; sequence analysis, pairwise alignment, and database searching;
multiple sequence alignment, trees and profiles; visualizing protein
structures and computing structural properties; predicting protein structure
and function from sequence; tools for genomics and proteomics; databases
and visualization; automating data analysis with perl; building biological
databases; visualization and data mining
Q/00652 1
2 BIOINFORMATIKA 005.1 Man g Man, K.F Genetic algorithms concepts and designs London Springer 1999 biological inspiration; modifications to genetic algorithms; hierarchical
genetic algorithm; genetic algorithms in filtering; genetic algorithms in h-
infinity control; hierarchical genentic algorithms in computational
intelligence; genetic algorithms in speech recognition systems; genetic
algorithms in proction planning and scheduling problems; genetic algorithms
in communications systems; man
Q/00222 1
3 BIOINFORMATIKA 005.1 Mit i Mitchell, Melanie An introduction to genetic algorithms London MIT Press
2002
genetic algorithms; nenetic algorithms in problem solving; genetic
algorithms in scientific models; theoretical foundations of fenetic algorithms;
implementing a genetic algorithm; conclussions and future directions
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4 BIOINFORMATIKA 005.1 Vos s Vose, Michael D. The simple genetic algorithm foundation and
theory
London MIT Press
1999
notation; random heuristic search; simple genetic algorithm;
implementation; walsh transform; computing with heuristic; basic examples;
inverse heuristic; focused heuristics; linear fitness; peturbation arguments;
transient behavior; asymptotic behavior; hyperbolicity; gementric invariance;
quotients; models; schemata
Q/01018 1
5 BIOINFORMATIKA 005.136 Zhe m Zheng Rong Yang Machine Learning Approaches to Bioinformatics Aorld Scientific Introduction; Brief history of bioinformatics; Database application in
bioinformatics, Web tools and services for sequence homology Alignment;
Web tools and services for protein functional site identification ; Web tools
and services for other biological data Pattern analysis, The contribution of
information technology; Chapters; Introduction to Unsupervised Learning;
Probability Density Estimation Approaches; Histogram approach;
Parametric approach; Non-parametric approach; K-nearest neighbour
approach; Kernel approach; Dimension Reduction; Principal component
analysis; An application of PCA; Multi-dimensional scaling; Application of
the Sammon algorithm to gene data; Cluster Analysis; Hierarchical
clustering; K-means; Fuzzy C-means; Gaussian mixture models;
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6 BIOINFORMATIKA 005.3 All s Allison, Paul D Survival Analysis Using SAS : a practical guide
2nd ed
SAS Pubs, 2010 basic concept of survival analysis; estimating and comparing survival
curves with PROC LIFETEST; estimating parametric regression models
with proc lifereg; estimating cox regression models with proc phreg;
competing risks; analysis of tied or discrete data with proc logistic;
heterogeneity repeated events and other topics; a guide for the perplecxed;
macro programs; data sets
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3
7 BIOINFORMATIKA 006.32 Bio Edited : Mannhold, R Bioinformatics from Genomes to Drugs Vol 1 :
methods and principles in medicinal chemistry
Willey, 2002 from genome to drug with bioinformatics; sequance Analysis; structure
properties and computer idenfication of eukaryotic genes; analyzing
regulatory region in genomes; homology modeling in biology and medicine;
protein structure prediction; protein ligand docking in drug design; modelling
protein protein and protein dna docking; integrating accesing molecular
biology resources; bioinformatics support of genome sequencing project;
analysis of sequence variations; proteome analysis; target finding in
genomes and proteomes; screening of drug database; future trends;
M/07735, M/07736,
M/07737
3
8 BIOINFORMATIKA 006.32 Cat n Cathy H.Wu Neural networks and genome informatics: methods
in computational biology an biochemistry, vol.1
Amsterdam: Elsevier,
2000
neural networks for genome informatics; neural networks basics;
perseptroms and multilayer perceptrons; other common architectures;
training of neural networks; design issues - feature presentation; data
encoding; neural networks; apprication nucleic acid sequence analysis;
protein structure prediction; protein sequence analysis; open problems and
future directions; integration of statistical methods into neural networks
applications; future of genome informatics applications
Q/01087, M/05774 2
9 BIOINFORMATIKA 515.353, Evo Edited: Philippe Clement Evolution equation, control theory and
biomathematics: proceedings of the Han-Sur
Lesse conference
New York: Mercel
Dekker, 1994
Nonlinear ; Network diffusion problems; Evolutionary game dynamics;
Partial differential inequalities; Infinite dimensions; Boundary control
problems; Structure population models; Dynamic boundary conditions;
Banach spaces; Linear distributed control systems; Nonlinear schrodinger
equations; Wave equation methods; Hyperbolic systems; Optimization
problems; Functional differential equations;Abstract cauchy problems
Q/02388 1
10 BIOINFORMATIKA 519.4 Har c Harrison, Paul Computational methods in physics, chemistry and
Biology: an introduction
New York: John Wiley
& Sons, 2001
numerical solutions to schrodingers equation; approximate methods; matrix
methods; deterministic simulations; stochastic simulations; percolation
theory; evolutionary mrthods; molecular dynamics;
Q/01077, Q/00926 2
11 BIOINFORMATIKA 570 Mou b Mount, David W Bioinformatics : sequance and genome analysis Cold Spring Harbor
Lab. Press
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M/07786
3
12 BIOINFORMATIKA 570 Sho m Shonkwiler, Ronald W Mathematical Biology : an Introduction with maple
and matlab, undergraduate texts in mathematics
Springer, 2009 Biology, mathematics and mathematical biology laboratory,cells, signals,
growth, and population; system and deseases; genomic; genetics;
phylogenenetics; a biomathematical approanch to HIV and AIDS;
neurophysiology
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M/07454, M/07455
4
13 BIOINFORMATIKA 570 Wat i Waterman, Michael S Introduction to computational biology
maps,sequences and genomes Michael S.
Waterman
London:
Champan&hall, 1995
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14 BIOINFORMATIKA 570.151.95 Bec g Beckerman, Andrew Getting Started with R : an intoduction for biologist Oxford, 2012 R; import explore graph; doing your statistics in R; final comments and
encouragement
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15 BIOINFORMATIKA 570.285 Alg Editor : Elloumi, Mourad Algorthms in Computational Mollecular Biology :
techniques, approaches, and applications
Willey, 2011 strings processing and application to bioligical sequences; string data
structures for computational molecular biology; efficient restricted case
algorithms for problems in computaional biology; finite automata in pattern
matching; new developments in processing of degenerate sequences; exact
search algorithms for biological sequences; algorithms aspect of arc
annoted sequnces; algorithmics issues in dna barcoding problems; recent
advanced in weighted dna sequences; dna computing for subgraph
isomorphism problem and related problems; graphs in bioinformatics; a
flexible data store for managing bioinformatics data; algorithmsfor the
aligment of biological sequnces; algorithms for local structural alighment
and structural motif identification; evolution of the clustal family of multiple
sequence aligment programs; filters and seeds approaches for fast
homology searcher in large datasets; novel combinatorial and information
theoretic alighment free distances for biological data mining; in silico
methods for the uence analysis; Gene expression data analysis; Metabolite
data analysis; A case study of gene expression data analysis; A case study
of sequence data analysis; 7 Introduction to Supervised Learning; General
concepts; General definition; Model evaluation; Data organisation; Bayes
rule for classification; Linear/Quadratic Discriminant Analysis and K-nearest
Neighbour; Linear discriminant analysis; Generalised discriminant analysis;
K-nearest neighbour
KNN for gene data analysis; Classification and Regression Trees, Random
Forest Algorithm; Basic principle for constructing a classification tree;
Classification and regression tree; CART for compound pathway
involvement prediction; The random forest algorithm; RF for analyzing
Burkholderia pseudomallei gene; expression profiles:Multi-layer Perceptron;
Learning theory; Parameterization of a neural network; Learning rules;
Learning algorithms; Regression; Applications to bioinformatics; Bio-
chemical data analysis; Gene expression data analysis; Protein structure
data analysis; Bio-marker identification; Hidden Markov Model; feature
selection; biological data coding;gene network causal network and bayesian
network
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M/07348
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16 BIOINFORMATIKA 570.285 BAY Editor : Dey, Dipak K Bayesian Modeling in Bioinformatics New York: CRC Press,
2010
Bioinformatics; bayesian statistical; statistical methods; estimation; time
curse microarray experiments; classification for differential gene expression
using bayesian hierarchical models; application of MOSS; discrete multi-
way data; nonparametric bayesian bioinformatics; measurement error;
survival model; cDNA micro-arrays; Dey, Dipak K; bayesian robust
inference; differential gene expression; bayesian hidden markov modeling;
bayesian approaches; phylogenetic analysis; gene selection; biomarkers;
sparsity priors; learning bayesian networks; gene expression data;
expression genomics; bayesian kernel; proportional hazards regression;
bayesian mixture model; protein biomarker; empirical bayes; Ghosh,
Samiran; Mallick, Bani K
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17 BIOINFORMATIKA 570.285 Bas p Bassi, Sebastian Python for Bioinformatics : mathemarical and
computational biology series
CRC Press, 2010 first step with python; basic programming data types; programming flow
control; dealing with files; code modularizing;error handling; introduction to
object orienting programming; regular expressions; biopython; web
application; XML; python and database; collaborative development version
control; phyton recipes with commented source code; python language
reference
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18 BIOINFORMATIKA 570.285 Bio Edited : Schmidt, Bertil Bioinformatics : high Performance Parallel
Computer Architectures
Edited : Schmidt, Bertil Algorithms for bioinformatics; introduction to GPGPUs and massively;
FPGA architecture and programing; pararell algorithms for phylogenetic
likelihood function on emerging parrarel architecture; pararel bioinformatics
algorithmns for CUDA enabled GPUs; CUDA error correction methods for
high troughsput short read sequencing data; seed based pararell protein
sequance comparison combining multithreading GPU and FPGA
technology; database searching with profile hidden markov models on
roconfigured and many core architectures; copabana a massively parrarel
FPGA based computer architecture; accelerating string set matching for
bioinformatics using FGPA hardware
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M/07731
3
19 BIOINFORMATIKA 570.285 Com Computational Approaches in Cheminformatics
and Bioinformatics
Willey, 2012 Bridging chemical and biological information : public knowledge spaces;
bidging chemical and biological data implications for pharmaceutical drug
discovery; cheminformatics taking biology into account
proteochemometrics; compund activities in times of systems biology;
molecular descriptors for biological systems; graphs flexible reprentations of
molecular structures and biologycal networks; worksflow tools for managing
biological and chemical data; using chemical structures to inferbiological
function; using chemical structures as probes for biological networks
M/07282, M/07283,
M/07341, M/07342,
M/07343
5
20 BIOINFORMATIKA 570.285 Faa c Fall, Christopher P Computational Cell Biology Springer, 2002 dynamic phenomena in cells; voltage gated ionic current ; transporters and
pumps; fast and slow time scales; whole cell models; intercellular
communicaions; spatial modeling; modeling intracullar calcium waves and
spark; biochemical oscillations; cell cycle controls; modeling the stochastics
gating of ion channels; molecular motors theory molecular motors
examples; qualitative analysis of differential equations; solving and
analyzing dynamical system using XPPAUT
M/07723, M/07724,
M/07725
3
21 BIOINFORMATIKA 570.285 Gen b Gentleman, Robert Bioinformatics and Computational Biology Solution
Using R and Bioconductor : statistics for biology
and helath
Springer, 2005 preprocessing overview; preprocessing high density oligonucleotide arrays;
qualiy assesment of affymetrix genechip data; preprocessing two color
spotted arrays; cell based arrays; seldi tof spectrometry protein data;
metadata biological annotation and visualization; querying on-line
resources; interactive outputs; statstical analysis for genomic experiments;
distances measures in DNA microarray data analysis; cluster analysis of
genomic data; analysis of differential gene expression studies; multiple
testing procedures the multest package and applications to genomics;
machine learning concepts and tools for statistical genomics; ensemble
methods of computational inference; browser based affymetric analysis and
annotation; graph and network; case studies using graphs on biological
data; bioconductor software for graphs; limma linear models for microarray
data; clasification gene expression data; from cel files to annotated lists of
interesting genes
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
22 BIOINFORMATIKA 570.285 Jun n Junbai Wang Next Generation Microarray Bioinformatics :
methods and Protocol
Humana Press, 2012 microarray data analysis; microarray bioinformatics in system biology; next
generation sequencing data analysis; emerging applications of microarray
and next generation sequencing
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3
23 BIOINFORMATIKA 570.285 Kun b Kung-Hao Liang Bioinformatics for Biomedical Science and Clinical
Applications
Woodhead Pubs, 2013 genomics; transciptomics; proteomics; systems biomedical science; clinical
developments; conclution
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M/07727
3
24 BIOINFORMATIKA 570.285 Mat s Mathur, Sunil K Statistical Bioinformatics with R Elsevier, 2010 Microarrays; probability and statistical theory; special distribution,
properties, and applications; statistical inference and applications;
nonparametric statistics; baesian statitics; markov chain monte carlo;
analysis of variance; the design of experiments; multiple terting of
hypotheses
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M/07438, M/07439
4
25 BIOINFORMATIKA 570.285 Smo c Smolinski, Tomasz G Computational Intelligence in Biomedicine and
Bioinformatics : current trends and applications
Springer, 2008 computational intelligence in solving bioinformatics probrem review ;
computational intelligence in biomedicine; data mining of time domain
feature from neural extracellular field data
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4
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26 BIOINFORMATIKA 570.285 Sta edited by : Jae K Lee Statistical Bioinformatics : a guide for life and
biomedical science researchers
Willey Blackwell, 2010 Road to statistical bioinformatics ; probability concepts and distributions for
analyzing large biological data ; quality control of high throughput biological
data; statistical testing and significance for large biological data analysis;
clustering unsupervised learning in large biological data; clasification
supervised learning with high dimensional biological data; multidimensional
analysis and visualization on large biomedical data; statistical models,
interference and algorithms for large biological data analysis; experimentals
disigns on high thoughput biological experiments; statistical resampling
teqniques for large biological data analysis; statistical network analysis for
biological systems and pathways; trends and statistical challenges in
genomewide association studies; rand bioconductor packages in
bioinformatics towards systems biology
M/07432, M/07433,
M/07434, M/07435
4
27 BIOINFORMATIKA 570.85 Wun c Wunchiers, Robert Computational Biology : a practical introduction to
biodata processing and analysis with Linux, mysql,
and R 2nd ed
Springer, 2013 unix/linux; shell programming; sed; AWK; perl; MySQL; R; worked
examples
M/07284, M/07285 2
28 BIOINFORMATIKA 572.56 BIO Editors; Lieth, Claus-
Wilhelm von der
Bioinformatics for Glycobiology and Glycomics : an
introduction
Singapore; John Willy
& Sons, 2003
Carbohydrate structures; Bioinformatics; digital representations;
glycosylation of protein; complex carbohydrates
M/06373, M06444 2
29 BIOINFORMATIKA 572.802 Bur s Burkowski, Forbes J Structural bioinformatics an algorithmic approach Francis:
Chapman&hall, 2009
M/05824, M/05795 2
30 BIOINFORMATIKA 572.802 Bio Edited : Matthiesen,
Rune
Bioinformatics Methods in Clinical Research Humana Press, 2010 omics; machine learning an indispesable tool in bioinformatics; SNP-
PHAGE high troughput for SNP array data; R classes and methods for SNP
array data; overview on techniques in cluster analysis; nonalcoholic
statohepatitis animal models and biomarker, biomarker in breast cancer;
genome wide proximal promoter analysis and interpretation; proteomics
M/07720, M/07721,
M/07722
3
31 BIOINFORMATIKA 572.802 He m He, Mattehew Mathematics of Bioinformatics : theory, practice,
and applications
Willey, 2011 Bioinformatics and mathematics; genetic codes, mstrices and symmetrical
techniques; biological sequences, sequence alighment, and statistics;
structures of DNA and knot theory; protein structure, geometry and
topology; biological systems, fractals and system biology; matrix genetics
hadamard matrices and algebraic biology; bioinformatics denotational
mathematics and cognitive informatics; evolutionary and central dogma of
informatics
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M/07458, M/07459
4
32 BIOINFORMATIKA 572.802 Hus p Husmeier, Dirk Probabilistic Modeling in Bioinformatics and
Medical Informatics
Springer, 2005 leisure look at statistic inference; lerning bayesian network from data; a
casual view of multilayer perceptrons as probability models; statistical
phylogenetics; detecting recombination in DNA sequence alignments; RNA
based phylogenetic methods; methods in microarray gene expression data
analysis; infering genetic regulatory neetwork form microarray experiment
with bayesian network; modeling genetic regulatory network using gene
expression profiling and state space models; an anthrology of probabilitic
models for medical informatics; bayesian analysis of population
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M/07616, M/07617,
M/07618
5
33 BIOINFORMATIKA 572.802 Ing m Ingalls, Brian P Mathematical Modeling in Systems Biology : an
introduction
Univ. of Waterloo,
2012
modelling chemical reaction networks; biochemical kinetics; analysis
dynamic mathematical models; metabolic network ; signal transduction
pathways; gene regulatory networks; electrophysiology; molecular cell
biology
M/07738, M/07739,
M/07740, M/07741
4
34 BIOINFORMATIKA 572.802 Jon i Jones, Neil L An Introduction to Bioinformatics Algorithms Bradfook Book Pubs,
2004
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35 BIOINFORMATIKA 572.802 Maj s Maji, Pradipta Scalable Pattern Recognition Algorithms :
applications in computational biology and
bioinformatics
Springer, 2014 Introduction to pattern recognition and bioinformatics; neural network tree
for indentification of splice junction and protein coding region in DNA;
designe of string kernel to predict protein functional sites using kernel based
classifiers; rough sets for selection of molecular descriptors to predict
biological activity of molecules; f-information measures for selection of
discriminative genes from microarray data; identification of desease genes
using gene expression and protein-protein interaction data; rough sets for
insilico identification of differentially expressed mirnas; grouping functionally
similar genes from microarray data using rough fuzzy clustering; mutual
information based supervisied attribute clustering for microarray sample
classification; posibilistic biclustering for discovering value coherent
overlapping biclusters; fuzzy measure and weighted co-occurrence matrix
for segmentation of brain MR images
M/07286, M/07287 2
36 BIOINFORMATIKA 572.802 Par p Parida, Laxmi Pattern discovery in bioinformatics theory &
algorithms
New york: Chapman &
Hall, 2009
M/05821 1
37 BIOINFORMATIKA 572.802 Shi t Shiyi Nankai Shen Theory and Mathematical Methods for
Bioinformatics : biological and medical physics,
biomedical engineering
Springer, 2010 stochastics models of mutations and structural analysis; modulus structure
theory; super pairwisw alighment; multiple sequence alighment; network
structures of multiple sequencesincluded; alighment space; background
information concerning the properties of protein; informational dan statistical
iterative analysis of protein secondary structure prediction;thee dimensional
structure analysis of the protein backbone and side chains; alighment of
primary and three dimensional structures of proteins; analysis of the
morphological features of protein spatial structure; sematic analysis for
protein primary structure
M/07440, M/07441,
M/07442, M/07443,
M/07584, M/07585,
M/07586, M/07527,
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10
38 BIOINFORMATIKA 572.802 Sgu b Shu Qing Ye Bioinformatics : a practical approach
(mathematical and computaional biology series)
Chapman Hall & CRC,
2008
M/07532 1
39 BIOINFORMATIKA 572.802 Str Structural Bioinformatics Willey-Liss, 2003 Defining bioinformatics and structural bioinformatics; fundamentals of
protein structure; fundamentals of DNA and RNA structures; computational
aspect of hihg throughput crystallographic macromolecular structure
determination; macromolecular structure determination by nmr
spectroscopy; electron microscopy; molecular visulization; data
representation and other data; the pdb format, mmcif formats, and other
data format; the protein data bank; the nucleic acid database; other
structures based databased; comparative features; protein structures
evolution and the scop database; the cath domain structure database;
structural quality assurance; all atom conntacts a new approach to structure
validation; structure comparition and alignment; structure and functional
assignment; secondary structure assignment; idenfying structural domains
in proteins; indeffering protein function from structure; prediction of protein
protein interactions from evolutionary information; electrostatic interactions;
proteins as drug targetsuence analysis; Gene expression data analysis;
Metabolite data analysis; A case study of gene expression data analysis; A
case study of sequence data analysis; 7 Introduction to Supervised
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6
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40 BIOINFORMATIKA 572.863.3 Cho b Choudhuri, Supratim Bioinformatics for Beginners : genes, genomes,
molecular evolution, databases and analytical tools
Elsevier, 2014 Fundamentals of genes and genomes; fundamentals of molecular
evolution; genomic technologies; the biginning of bioinformatics; data,
databases, data format, database search, data retrieval system and
genome browsers; sequences alighnment and similarity searching in
genomic database blast and fasta; additional bioinformaics analyses
involving nucleic acid sequences; phylogenetic analysis
M/07356, M/07357 2
41 BIOINFORMATIKA 572.863.3 Isa i Isaev,Alexander Introduction to Mathematical Methods in
Bioinformatics
New York: Springer,
2004
M/05625, M/05788 2
42 BIOINFORMATIKA 572.863.3 Maj m Majoros, William H Methods for computational gene prediction New York: cambridge
university press, 2007
M/05820 1
43 BIOINFORMATIKA 572.863.3 Nea p Neapolitan, Richard E Probabilistics Methods for Bioinformatics with an
introduction to bayesian network
Morgan Kaufman,
2009
Probabilstics informatics; probability basic; statistics basic; genetic basic;
bayesian networks; bioinformatics applications; foundationof bayesian
network;
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44 BIOINFORMATIKA 572.863.3 Bio Andrea D.
Baxevanis..[et.al]
Bioinformatics a practical guide to the analysis of
genes and proteins, 2nd ed.
New York: John Wiley
& Sons, 2001
bioinformatics and the internet; the ncbi data model; the genbank sequence
database; submitting dna sequences to the databases; structure databases;
genomic mapping and mapping database; information retrival from
biological databases; sequence alignment and database searching; creation
and analysis of protein multiple sequence alignments; predictive methods
using dna sequences; predictive methods using protein sequences;
expressed sequence tags; sequence assembly and finishing methods;
phylogenetic analysis; comparative genome analysislarge scale genome
analysis; using perl to facilitate biological analysis
Q/00931 1
45 BIOINFORMATIKA 572.863.3 But c Butenko, Sergiy Clustering Challenges Biological Networks World Scientific, 2009 fixed parameter algorithmns for graph modeled data clustering; probabilistic
diatance clustering; analysis regulatory and interaction network from
clusters;diversity graphs; faster algorithmns for constructing a concept
lattice; electroencephalogram
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4
46 BIOINFORMATIKA 572.863.3 Jin e Jin Xiong Essential Bioinformatics Chambridge Univ.
Press, 2006
Introduction and biological database; sequence alignment; gene and
promoter prediction; molecular phylogenetics; structural bioinformatics;
genomics and proteomics; protein tertiary structure prediction; genome
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47 BIOINFORMATIKA 572.863'3 Ign d Ignatova, Zoya DNA computing models New York; Springer,
2008
Theoretical computers science; graph; finite state automata; bipartite
graphs; computability; formal grammars; combinatorial logic; boolean
circuits; stochastic finite state automata; molecular biology; DNA
computing; DNA models; vitro random selection; sticker system; splicing
systems; algorithms; self-assembly; cellular DNA computing; computational
genes
M/06328 1
48 BIOINFORMATIKA 572.863'3 Les i Lesk, Arthur M Introduction to Bioinformatics New York; OXFORD
University Press, 2002
Bioinformatics; genome organization; archives; information retrieval;
alignments; phylogenetic trees; protein structure
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49 BIOINFORMATIKA 572.863'3 Les i Lesk, Arthur M Introduction to Bioinformatics 4th ed Oxford, 2014 genome organization and evolution; scientific publicatins and archives
media, content, and access; archives and information retrival; alighment
and phylogenetic trees; structural bioinformatics and drug discovery;
introduction to systems biology; metabolic pathways; gene expression and
regulation
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50 BIOINFORMATIKA 572,863,3 Pev b Pevsner, Jonathan Bioinformatics and Functional Genomics 3rd ed Willey, 2015 M/07866, M/08130 2
51 BIOINFORMATIKA 572.863.3 Pol b Polanski, Andrzej Bioinformatics New York: Springer,
2007
bioinformatics; probability; statistics; vector random variables; marginal
distribution; geometric distribution; possion distribution; continuous
distributions; likelihood maximization; estimation parameters; statistical test;
markov chain; hidden markov models; computer science algorithms;
hashing; pattern analysis; clustering; optimization; dynamic programming;
combinatorial optimization; static optimization; sequence aligment;
molecular phylogenetics; coalescence theory; parametric transformations;
genomics; proteomics; RNA; genome annotation; genome assembly; DNA;
database; bioinformatic internet resource; DNA microarrays; RNA database;
Kimmel, Marek
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52 BIOINFORMATIKA 572.863.3 Sam g Samuelsson, Tore Genomics and Bioinformstics : an introduction to
pragramming tools for life scientists
Chambridge Univ.
Press, 2012
Introduction working with the molecules of life in the computer; gene
technology cutting DNA; gene technolody knocking genes down; gene
technology amplifying DNA; human desease when DNA sequnces are toxic;
iron imbalance and the iron responsive element; cancer as a of aberrant
proteins; evolution what makes us human; resolving a criminal case; the
sad case of the tasmanian tiger; a function to every gene termites,
metagenomics and learning about the function of a sequence; a function to
every gene royal blood and order in the sequence universe; a function to
every gene a slimy molecule; information resources learning about flu
viruses; finding genes going ashore at CpG islands; finding genes hunting
for the distant RNA relatives; personal genomes the differences between
you and me; personal genomes whats in my genome; personel genomes
details of family genetics
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53 BIOINFORMATIKA 572.863.3 Sai i Saitou, Naruya Introduction to Evolutionary Genomics Springer, 2013 Basic metabolism surrounding DNAs; mutation; phylogeny; neural
evolution; neural selection; evolving genomes ; prokaryote genomes;
eukaryote genomes; vertebrate genomes; human genomes; methods for
evolutionary genomics; omic data collection; sequence homology hanling;
evolutionary distances; tree and network building; population genomics
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54 BIOINFORMATIKA 574.192 Kol Kolchanov,N.A Computer Analysis of Genetic Macromolecules
structure,function and evolution Nikolay A.
Kolchanov
Singapore: World
scientific, 1994
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55 BIOINFORMATIKA 615.32 Sha b Shargel, Leon Biofarmasetika dan Farmakokinetika Terapan, 2nd
ed.
Surabaya:
Univ.Airlangga, 1985
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1 DATA MINING 005.74 Abb d Abbas, Ussein A. Data Mining: A heuristic Approach Hersley: Idea Group,
2002
from evaluation to immune to swarm to ...?; approximating proximity for fast
and robust; use of ecolutionary algorithms in data mining; discovery of
interesting nuggets using heuristic techniques; estimation of interesting
nuggets using heuristic techniques; estimation of distribution of multiple
heuristic; evolution of spatial data templates of object classification; genetic
programming as a data mining tool; building block approach to genetic
programming; ant colony algorithm for classification rule discovery; artificial
immune systems; artificial immune networks for data analysis; parallel data
mining
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2 DATA MINING 005.74 Adr d Adriaans, Pieter Data mining Harlow Addison
Wesley 1996
Data Mining; Adriaans; Zantinge; Learning; Data Mining-Data Werehouse;
Knowledge Discovery Process; Setting Up-KDD Enviroment; Some Real-
Life Applications; Some Formal Aspects-Learning Algorithms
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3 DATA MINING 005.74 Ana d Anahory, Sam Data werehousing in the real world a practical
guide for building decision support systems
New York Addison
Wesley 1997
Data Werehousing; Real World; Practical Quide; Anahory; Murray; Delivery
Process; System Processes; Process Architecture; Database Schema;
Partioning Strategy; Aggregations; Data Marting; Medata; System-Data
Warehouse Process Managers; Hardware Architecture; Physical Layout;
Security; Backup-Recovery; Sevice Level Agreement; Operating-Data
Werehouse; Capacity Planning; Tuning-Data Werehouse; Testing-Data
Werehouse; Data Werehouse Futures
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4 DATA MINING 005.74 Han p Hand, David Principles of data mining London MIT Press
2001
measurement and data; visualizing and exploring data; data analysis and
uncertainty; systematic overview of data mining algorithms; models and
patterns; score functions for data mining algorithms; search and
optimization methods; descriptive modeling; predictive modeling for
classification; predictive modeling for regression; data organization and
databases; finding patterns and rules; retrival by content;
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5 DATA MINING 005.74 Giu a Giudici, Paolo Applied data mining for business and industry, 2nd
ed.
New York; John Wiley
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Data mining; statistics; model specification; multivariate-exploratory; Tree
models; logistic regression; linear regression; cluster analysis; log-linear
models; grapical models; generalised linear models; market basket
analysis;operational risk management
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6 DATA MINING 005.74 Non d Nong Ye Data Mining ; theories, algorithms and examples CRC Press, 2014 M/08036, M/08148 2
7 DATA MINING 005.74 Rud d Rud, Olivia Parr Data Mining Cookbook modeling data for
marketing, risk, and customer relationship
management
New York: John Wiley
& Sons, 2001
setting the objective; selecting the data sources; preparing the data for
modeling; selecting and transforming the variables; processing and
evaluating the model; validating the model; implementing and maintaining
the model; understanding your customer: profiling and segmentation;
targeting new prospects: modeling response; avoiding high risk customers:
modeling risk; retaining profitable customers: modeling chrn; targeting
protible customer: modeling lifetime value; fast food: modeling on the web
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8 DATA MINING 005.74 Wit d Witten, Ian H Data Mining : practical machine learning tools and
techniques 2nd ed
Elsevier, 2005 machine learning tools; sparse data; innacurate values; trees for numeric
prediction; output knowledge representation; algorithms the basic methods;
inferring rudimentary rules; statistical modeling; linear models; mining
association rules; clustering; credibility evaluating whats been learned;
implementations real machine learning schemes; bayesian network;
transformations engineering the input and output; moving on extentions and
applications; the weka machine learning workbench; metalearning
algorithms; the knowledge flow interface; the experimenter; the commad
line interface; embedded machine learning; writting new learning schemes
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9 DATA MINING 005.74 Wit d Witten, Ian H Data Mining : practical machine learning tools and
techniques 3rd ed
Elsevier, 2011 machine learning tools; sparse data; innacurate values; trees for numeric
prediction; output knowledge representation; algorithms the basic methods;
inferring rudimentary rules; statistical modeling; linear models; mining
association rules; clustering; credibility evaluating whats been learned;
implementations real machine learning schemes; bayesian network;
transformations engineering the input and output; moving on extentions and
applications; the weka machine learning workbench; metalearning
algorithms; the knowledge flow interface; the experimenter; the commad
line interface; embedded machine learning; writting new learning schemes
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10 DATA MINING 006.31 Has e Hastie, Trevor The elements of statistical learning data
mining,inference,and prediction
New York:
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supervised learning; linear methods for regression; linear methods for
classification; basis expansions and regularization; kernel methods; model
assessment and selection; model inference and averaging; additive models,
trees and related methods; boosting and additive trees; neural networks;
support vector machines and glexible discriminants; prototype methods and
nearest neighbors; unsupervised learning
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11 DATA MINING 006.312 Led d Ledolter, Johannes Data Mining and Bussiness Analytics with R Willey, 2013 Processing the information and getting to know your data; standard linear
regression; local polynomial regression a nonparametric regression
approach; importance of parsimony in statistical modeling; penalty based
varable selection in regression models with many parameters; logistics
regression; binary classification, probabilities, and evaluating clasification
performance; the naive bayesian analsis a model for predictiong a
categorical response from mostly categorical predictor variables;
multinomial logistics regression; more on clasificaton and adiscussion on
discriminant analysis; decision trees; further discussion on regression and
clasifications trees computer software and other useful classification
methods; clustering; market besket analysis association rules and lift;
dimension reduction factor models and principal components; reducing the
dimension in regression with multicollinear inputs principal components
regression and partial least square; text as data text mining and sentiment
analysis; netwuence an
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12 DATA MINING 006.312 Tuf d Tuffery, Stephane Data Mining and Statistics for Decision Making Wlley, 2011 the development of data mining study; data exploration and preparation;
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analysis; classification and prediction methods; an application of data
mining scoring; text mining; web mining; factor for succes in data mining
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13 DATA MINING 658.002.85 Dis Peter Cabena ..[et.al] Discovering data mining From concept to
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DIscobering; Data Mining; Concept-Implementations; CabenaData Mining;
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14 DATA MINING 658.403 Mal d Mallach, Efrem G. Decision support and data warehouse systems,
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2000
Decision supprort systems; Implementation support systems; Data
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quality and models; types of decision support systems; dss software tools;
models in decision support systems; mathematical models and
optimization; group decision support systems; expert systems; data
warehousing and executive information systems fundamentals; the data
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15 DATA MINING 658.802 Ber d Berry, Michael J.A. Data Mining techniques for marketing, sales, and
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why data mining; the virtuous cycle of data mining; the virtuous cycle data
mining do; data mining methodology; measuring the effectiveness of data
mining; market basket analysis; memory based reasoning; automatic
cluster detection; link analysis; decision trees; artificial neural networks;
genetic algorithms; data minining and the corporate data warehouse; where
does olap fit in; choosing the right tool for the job; putting data mining to
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Bound Prices-Yields; Term Structure-Interest Rates; Fixed-Income Portfolio
Management; Macroeconomic-Industry Analysis; Equity Valuation Models;
Financial Statement Analysis; Options markets; ; Option Valuation; Future
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indexed bonds; mortgage backed securities; short term interst rate
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16 INSURANCE & RISK 363.702 Cra m Crawford-Brown,
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18 INSURANCE & RISK 368.32 Str n Straub, Erwin Non-life insurance mathematics Berlin: Springer
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20 INSURANCE & RISK 368.092 Lem b Lemaire, Jean Bonus-malus system in automobile insurance Boston: Kluwer
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22 INSURANCE & RISK 368.32 Bla l Black, Kenneth Life insurance, 12th ed. Englewood Cliffs, NJ:
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Life Insurance; Black; Skipper; Life Insurance;Personal Financial; Health
Insurance; Role; Importance; Life Insurance Product; Life Insurance
Policies; Aspect; Life Insurance Evaluation; Life Insurance Contract;
Insurance Advisor; Company Evaluation; Financial Planning; Life Insurance
Panning; Annuity taxation; Life insurance Estate; Retiment Planning;
Business Use-Life Insurance; Individual Delath Insurance; Mathematics-
Life; Fundamental Life Insurance Mathematics; Life Inserance Recerves;
Cash Values; Gross Premium rate Structure; Nonguaranteed Policy
Elemnts; mathematics-Health Insurance; Health Insurance Underwriting;
Employee Benefit Plans; Retirement Plans; Life Insurance Company
Organization-management; Life insurance Financial Management; Life
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24 INSURANCE & RISK 368.32 Ger l Gerber, Hans V. Life insurance mathematics, 3rd Berlin: Springer-
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Life-insurance; Life-annuities; Net-premiums; Multiple-decrement;
Mathematics-insurance; Mathematics-Compound Interest; Future Lifetime;
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Decrements; Multiple Life Insurancel Total Clain Amount; Expense Loading;
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25 INSURANCE & RISK 368.37 Fut m Futami, Takashi Matematika asuransi jiwa bag.II Japan: The Kyoei Life
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26 INSURANCE & RISK 368.37 Pan i Panjer, Harry H. Insurance risk models Schaumburg,Il Society
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28 INSURANCE & RISK 519.2 Eva i Evans, James R. Introduction to Simulation and Risk Analysis Upper Saddle
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foundations of simulation; introduction to simulation; simulation on
spreadsheets; probability and statistics in simulations; risk analysios using
crystal ball; applications of risk analysis; building system simulation models;
event driven simulation, continuous simulation modeling and commercial
software; output analysis and experimentation for systems simulations;
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29 INSURANCE & RISK 658 Mob o Mobius,J. Mark On Emerging Markets: kiat berinvestasi di pasar-
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30 INSURANCE & RISK 658 Sma Karnadjaja, Agustino Smart investment for megaprofit strategi menuju
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31 INSURANCE & RISK 658.115 Dar i Dorfman, Mark S. Introduction to risk management and insurance,
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Risk Management; Management Insurance; Dorfman; Fundamentals-
Terminology; Insurable Loss Exposures; Risk Management; Advanced
Topics; Private Insurance Companies; Insurance Occupations; Insurance
Market; Insurance Regulations; Insurance Contracts; basic Property;
Liability Insurance Contracts; Homeowners Insurance; Personal Auto
Policy; Commercial Property Inserance; Special Liability Insurance;
Bonding; Crime Insurance; Reinsurance; Life Insurance Planning; Standard
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32 INSURANCE & RISK 658.155 Has p Hassett, Matthew J Probability For Risk Management Winsted: ACTEX ,
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34 INSURANCE & RISK 658.155 Mcn q Mcneil, Alexander J Quatitative Risk Management:
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37 INSURANCE & RISK 658.155 Rej p Rejda, George E. Principles of Risk Management and Insurance, 6th
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insurance and risk; risk management; fundamental legal principles; legal
principles in risk and insurance; analysis of insurance contracts; personal
property and liability risks; the liability risk; homeowners insurance;
homeowners insurance; other personal property and liability converages;
automobile insurance; automobile insurance and society; commercial
property insurance; commercial liability insurance; crime insurance and
surety bonds; life and health risks; fundamentals of life insurance; types of
life insurance and annuities; life insurance contractual provisions; buying life
insurance; life insurance planning and estate planning; individual health
insurance; employee benefits; the insurance industry;; type of insurance
and marketing systems; insurance company operations; insurance princing;
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38 INSURANCE & RISK 658.155 Wil r Williams, C. Arthur Risk management and insurance, 7th New York: McGraw-
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Risk Management-Insurance; Williams; Smith; Young; Risk Assessment;
Property Exposures-Risk; Liability Exposures-Risk;Human Resource
Exposures-Risk; Risk Management Methods-Techniques; Risk Control;
Risk Financing Techniques; Risk Management Decision Methods: Data
Organization-Nalysis; Rational-Risk; Insurance Institutions, Coverages;
Insurance Industry; Princing-Insurance; Insurance Regularion, Financial
Assessment; Legal Aspect-Insurance Contracts; Insurance Contract
Analysis; Risk Management Administration; Property, Liability Insurance
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39 INSURANCE & RISK 658.82 Wil f Williams, Michael S. Fundamentals of the Options Market New York: McGraw
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40 INSURANCE & RISK 658.325.4 Dar m Darmawi, Herman Manajemen Ansuransi: dengan pendekatan
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41 INSURANCE & RISK 658.15'5 Ban a Banks, Erik Alternative risk transfer : integrated risk
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coping with market cycles; loss financing; abandonment; replacement;
credit risk of intermediaries; market participants; invesment; commercial;
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1 KOMBINATORIK 004.21 Aho d Aho, Alfred V. The Design and analysis of computer algorithms Reading, MA Addison-
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2 KOMBINATORIK 004.65 Hut c Hutchison, George W Communication principles and system Singapore: School of
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electronic communication; communication system; transmitter; system
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3 KOMBINATORIK 004.65 Sel o Selvarajan, A. Optical Fiber Communication Principles and
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optical communication; light propagation in optical eibers; fiber optics
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receivers; integrated optics and photonic circuits; wavelength division
multiplexing; coherent optical cimmunication; optical amplifiers; photonic
switching; fiber optic communication system design; voice transmission;
video transmission; data communication and lan; broadband networks;
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4 KOMBINATORIK 004.65 Ste c Steen, Maarten van Computer and network organization an
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data, operations, and storage; computers; from hardware to software;
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5 KOMBINATORIK 005.42 Mil c Milner, Robin Communication and concurrency New York Prentice Hall
1989
Comunication-Concurrency; Milner; Modelling Communication; Basic
Definitions; Equations laws; Strong Bisimulation; Strong Equivalence;
Bisimulation-Observation Equivalence; Further Examples; Theory-
Observation Congurence; Defining-Programming Language; Operators-
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7 KOMBINATORIK 005.8 Pfl s Pfleeger, Charles P. Security in Computing, 2nd ed. Upper Saddle River,NJ
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security problem in computing; basic encryption and decryption; secure
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security; protection ingeneral purpose operating systems; designing trusted
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8 KOMBINATORIK 005.8 Wag c Wagstaff, Samuel S. Cryptanalysis of Number Theoretic Ciphers Boca Raton Chapman
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terminology of cryptography; probability theory; divisibility and arithmetic;
primes; congruences; eulers theoremn and its consequences; second
degree congruences; information theory; group, rings and fields;
exponential methods of factoring integers; finding large primes; elliptic
curves; subeponential factoring algorithms; computing discrete logarithms;
random number generation; provate key ciphers; public key ciphers;
signature algorithms; key exchange algorithms; simple protocols;
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9 KOMBINATORIK 005.82 Con edited: Gustavus J.
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Contemporary cryptology the science of
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New York IEEE Press
1992
data encryption standard; stream ciphers; first ten year of public ket
kryptology; public key cryptography; comparison of practiacal public key
cryptosystems based; digital signatures; survey of information
authentication; interactive proof systems and zero knowledge; introudction
to shared secret; cryptanalysi; protoco; failures in cryptosystems; smard
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10 KOMBINATORIK 005.82 Hof i Hoffstein, Jeffrey An Introduction to Mathematical Cryptography New York; Springer,
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11 KOMBINATORIK 005.82 Jou a Joux, Antoine Algorithmic Cryptanalysis New York; CRC Press, 2009modern cryptography; elementary number theory; algebra background;
linear algebra; sieve algorithms; brute force cryptanalysis; birthday paradox;
birthday-based algorithms; analysis random functions; birthday attacks
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12 KOMBINATORIK 005.82 Lec edited: Ivan Damgard Lectures on data security modern cryptology in
theory and practice
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public key cryptography; contemporary block ciphers; primality tests and
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13 KOMBINATORIK 005.82 Mya g Myasnikov, Alexei Group-based Cryptography Birkhauser, 2008 Public key criptography; combinatorical group theory; nielsen methods;
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solvable group; artin group; generic complexity and cryptanalnysis;
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14 KOMBINATORIK 005.82 Pat m Patterson, Wayne Mathematical cryptology for computer scientists
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Bollman Place
Rowman & Littlefield
1987
cryptography before; data encryption standard; public key paradigm;
knapsack approach to public key cryptogaphy; rsa algorithm; breaking
knapsacks; chor rivest algorithm and other proposed public key
cryptosystems; security problems; standardization of public key encryption;
attempting to cryptanalyzed; modular arithmetic
Q/02349, Q/01444 2
15 KOMBINATORIK 005.82 Sch a Schneier, Bruce Applied cryptography protocols, algorithms and
source code in C
New York John Wiley
& Sons, Inc 1996
protocol building blocks; basic protocols; intermediate protocols; advanced
protocols; esoteric protocols; key length; key management; algorithm type
and modes; using algorithms; mathematical background; data encryption
standard; still other block ciphers; combining block ciphers; pseudo random
sequence generators generator and stream ciphers; other stream ciphers
and real random sequence generators; one way hash functions; public key
algorithms; public key digital signature algorithms; identification schemes;
key exchange algorithms; special algorithms for protocols; example
implementations; politics
Q/02441 1
16 KOMBINATORIK 005.82 Sta c Stallings,William Cryptography and network security: principles and
practice, 3rd ed.
Canada: Prentice-Hal,
2003
M/05528, M/05754,
M/05755
3
17 KOMBINATORIK 005.82 Sti c Stinson, Douglas R. Cryptography theory and practice Boca Raton: CRC
Press, 1995
Classical cryptography; Data encryption standard; RSA system, factoring;
Other publc-key sryptosystems; Signature shemes; Hash functions; Key
agreement; Identification shemes; Authentication codes; Scret sharing
schemes; Zero-knowledge proofs;
Q/00081, M/05790 2
18 KOMBINATORIK 005.82 Sti c Stinson, Douglas R. Cryptography theory and practice, 2nd Boca Raton: CRC
Press, 2002
Q/04019, 1
19 KOMBINATORIK 005.82 Til f Tilborg, Henk C.A. Van Fundamental of Cryptology a professional
reference and interactive tutorial
Boston Kluwer
Academic 2000
classical cryptosystems; shift register sequences; nonlinear algorithms;
shannon theory; data compression techniques; problems; discrete logarithm
based systems; rsa based systems; elliptic curves based systems; coding
theory based systems;knapsack based systems; secrete sharing systems
Q/00080, Q/02456 2
20 KOMBINATORIK 510 Bru c Brualdi, Richard A A Combinatorial Approach to Matrix Theory and its
Applications
CRC Press basic matrix operations; power of matrices; determinants; matrix inverses;
system of linear equations; spectrum of matrix; nonnegative matrices;
additional topics; applications
M/07775, M/07776 2
21 KOMBINATORIK 510 Gra c Graham, Ronald L. Concrete mathematics a foundation for computer
science, 2nd ed
Reading, MA: Addison-
Wesley, 1994
Computer Science; Created Mathematics; Gram; Knuth; Patashnik;
Recurrent Problems; Sums; Integer Functions; Number Theory; Binominal
Coefficients; Special Numbers; Generating Functions; Discrete Probability;
Asymptotics
Q/02452, Q/01786,
Q/01787
3
22 KOMBINATORIK 510 Gri d Grimaldi, Ralph P. Discrete and combinatorial mathematics: an
applied introduction, 4th ed.
Reading, MA: Addison
Wesley, 1998
fundamental principles of counting; fundamentals of logic; set theory;
properties of the integers: mathematical induction; relations and functions;
languages: finite state machines; relationsL the second time arround;
principle of inclusion and exclusion; generating functions; recurrence
relations; introduction to graph theory; trees; optimization and matching;
rings and modular arithmetic; boolean algebra and sqitching functions;
groups, coding theory, and polyas methods of enumeration; finite fields and
combinatorial design
Q/00950, Q/00948,
Q/01789, Q/00865,
Q/04048, Q/00643,
M/07025
7
23 KOMBINATORIK 510 Mah c Maher, Carolyn A Combinatorics and Reasoning : representing,
justifyng, and buiding isomorphisms
Springer Foundations of proof building; making connection extending and
generalizing; extending the study conclusions and implications
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24 KOMBINATORIK 510.008 Wei c Weis, Dominic Codes and Cryptography Oxford : Clarendon
Press, 1988
M/03073 1
25 KOMBINATORIK 511.3 And d Anderson, James A. Discrete mathematics with combinatorics Upper Saddle River,
NJ: Prentice-Hall, 2001
Truth tables, logic; theory; Logic, integers, proofs; Functions, matrices;
Algorithms, recursion; Graphs, discrete graphs, trees; Number theory;
Counting, probability; Algebraic structures; number theory revisited;
Recursion revisited; Counting contunued; Generating functions; Graphs
revisited; Trees; Networks; Theory of computation; Theory-codes;
Enumeration of colors; Rings, Integral domains, Fields; Group, semigroup
characters; Applications of number theory
Q/00899 1
26 KOMBINATORIK 511.3 Ach f Acharjya, D.P Fundamental Approach to Discrete Mathematics,
2nd ed.
New Delhi: New Age
International Publis.,
2009
Acharjya, D.P. ; Sreekumar; mathematical logic; set theory; binary relation;
function; generation function; recurrence relation; combinatorics; group
theory; codes; group code; ring theory; boolean algebra; grap theory;
introduction to lattices; tree; fuzzy set theory
M/06464 1
27 KOMBINATORIK 511.3 Bac s Baccelli, Francois Synchronization and Linearity : an algebra for
discrete event system
Willey, 2001 discrete event system and petri nets; graph theory and petri nets; max-plus
algebra; dioids; deterministic system theory; max-plus linear system theory;
stochastic system; ergodic theory of event graphs; computational issues in
stochastic event graphs
M/06638, M/06639 2
28 KOMBINATORIK 511.3 Bar d Barnett, Stephen Discrete mathematics numbers and beyond Harlow: Addison
Wesley Longman,
1998
Introduction the fascination of numbers; number systems; combinatorics;
codes; recurrence relations; graphs and networks
Q/01818, Q/01819 2
29 KOMBINATORIK 511.3 Bar l Barendregt,H.P. The Lambda Calculus its syntax and semantics Amsterdam: Elsevier,
2001
conversion; reduction; theories; models; classical lamda calculus; theory of
combinators; classical lambda calculus; bohm trees; fundamenta;
theorems; strongly equivalent reductions; reduction strategies; labelled
reductions; other notions of reduction; sensible theories; other lambda
theories; construction of models; local structure of models; global structure
of models; combinatory groups
Q/01903, Q/02421 2
30 KOMBINATORIK 511.3 Cha d Chazelle, Bernard The discrepancy method randomness and
complexity
New York: Cambridge,
2000
M/05095 1
31 KOMBINATORIK 511.3 Cho i Choo, Koo-Guan Introduction to discrete mathematics Melbourne: Longman,
1995
Catalan Numbers; Sets; Functions; Counting Principles; Ordered
Selections; Unordered slections; Inclusion-Exclusion Principle; Multinomial
Coefficients; Boelean Expressions; Karnaungh Maps; Logic; Digital Logic;
Mathematical Induction; Generating Function; Linear Recurrence Relations;
Formal Languages; Finite State Machines; Grammars; Graphs, Trees and
Catalan Numbers
Q/01890 1
32 KOMBINATORIK 511.3 Con l Conrade, Willem Logic and Discrete Mathematics : a concise
introduction
Willey, 2015 M/08068 1
33 KOMBINATORIK 511.3 Dea e Dean, Neville The essence of discrete mathematics London: Prentice-Hall,
1997
Introduction to Set;Propositional Logic; Mathematics discrete; Predicate
Logic; Relations; Homogeneous Relations; Functions; Mathematical
Models; Quo Vadis; Self-test Questions; Answers-Exercises; Dean
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Q/01886
3
34 KOMBINATORIK 511.3 Deo g Deo, Narsingh Graph theory with applications to engineering and
computer science
New Delhi: Prentice
Hall, 1980
M/03108, M/04900 2
35 KOMBINATORIK 511.3 Dis John A. Dossey..[et.al] Discrete mathematics, 4th Boston: Addison
Wesley, 2001
introduction to combinatorial problems and techniques; sets, relations, and
functions; graphs; trees; matching; network flows; counting techniques;
recurrence relations and generating functions; combinatorial circuits and
finite state machines; introduction to logic and proof; matrices
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Q/01909
3
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
36 KOMBINATORIK 511.3 Ebb m Ebbinghaus, H.D. Mathematical logic, 2nd ed New York: Springer
Verlag, 1994
Sybtax of first order language; Semantics of first order languages; Sequent
Calculus; Completeness Theorem; Lowenheim-Solem and Compactness
Theorem; Scope of first order logic; Syntactic Interpertations and Normal
Forms; Extensions of first order logic; Limiatations of Formal Methods; Free
Models and Logic Programming; Algebraic Characterization of Elementary
Equivalence; Lindstrom Theorems
Q/01885, Q/01884 2
37 KOMBINATORIK 511.3 Ros e Rosen, Kenneth H. Exploring discrete mathematics with maple New York: The
McGraw-Hill, 1997
Logic, Sets and Functions; Fundamentals; Mathematical Reasoning;
Counting; Relations; Graphs; Trees; Boolean Algebra; Modeling
Computation
Q/00585, Q/01882,
Q/01881, Q/00832
4
38 KOMBINATORIK 511.3 Goo d Goodaire, Edgar G. Discrete mathematics with graph theory Upper Saddle River,
NJ : Prentice-Hall,
1998
Discrete Mathematics; Graph Theory; Goodaire; Parmenter; Proofs; Sets
and Relations; Functions; Integers; Induction and Recursion; Principles of
Counting; Permutations and Combinations; Algorithms; Graphs; Paths and
Circuits; Applications of Paths and Circuits; Trees; Depth-First Search and
Application; Planar Graphs and Colorings; Max Flow-Min Cut Theorem
Q/01879, Q/04051 2
39 KOMBINATORIK 511.3 Gra l Grassmann, Winfried
Karl
Logic and discrete mathematics a computer
sciences perspective
Upper Saddle River,
NJ: Prentice Hall, 1996
propositional calculus; predicate calculus; induction and recursion; prolog;
sets and relations; functions; graphs and trees; formal requirement
specification in Z; program correctness proofs; grammars, languages, and
parsing; derivations; overview of relational database systems
Q/04052 1
40 KOMBINATORIK 511.3 Joh d Johnsonbaugh, Richard Discrete mathematics, 4th ed Upper Saddle River,
NJ: Prentice-Hall, 1997
logic and proofs; the language of mathematics; algorithms; counting
methods and the pigeonhole principle; recurrence relations; graph theory;
trees; network models and perti nets; boolean algebras and combinatiorial
circuits; automata, grammars, and languages; computational geometry
Q/02372, Q/04031 2
41 KOMBINATORIK 511.3 Joh n Jhonson, Norman L Univariate Discrete Distributions 3rd ed Willey-Interscience,
2005
Families discrete Distribution ; Binomial distribution ; poisson distribution ;
negative binomial distribution ; hypergeometric distributions ; logarithmic
and lagrangian distributions ; mixture distributions ; stopped-sum
distributions ; parametiric regressio model and miscellanea
M/06629, M/06749 2
42 KOMBINATORIK 511.3 Joh d Johnsonbaugh, Richard Discrete mathematics, 5th ed Upper Saddle River,
NJ: Prentice-Hall, 2001
Logic, proofs; language-mathematics; Logarithms; Counting methods;
Recurrence relations; Graph theory; Trees; Network models; Boolean
algebras; Combinatorial circuits; Automata, grammars, languages,
Computational geometry; Matrices
Q/01878, Q/00649 2
43 KOMBINATORIK 511.3 Joh m Johnsonbaugh, Richard Mathematika Diskrite,4th ed Richard
Hohnsonbaugh
Jakarta: Prentice Hall,
1998
M/05045 1
44 KOMBINATORIK 511.3 Kol d Kolman, Bernard Discrete Mathematical structures, 4th Upper Saddle River,
NJ: Prentice Hall, 2000
fundamentals; logic; counting; relations and digraphs; functions; order
relations and structures; trees; topics in graphs theory; semigroups and
groups; languages and finite state machines; groups and coding
Q/01908 1
45 KOMBINATORIK 511.3 Kol d Kolman, Bernard Discrete mathematics structures, 3rd ed New Jersey: Prentice-
Hall, 1996
Fundamentals; Logic; Counting; Relations and Graphs; Topics in Graph
Theory; Order Relations and Structures; Trees; Semigroups and Groups;
Languages and Finite-State Machines; Groups and Coding
Q/01875, Q/01874 2
46 KOMBINATORIK 511.3 Lip s Lipschutz, Seymour Schaum's outline of 2000 Solved Problems in
Discrete Mathematics
New York: MacGraw
Hill, 1992
set theory; relations; functions; vectors and matrices; graph theory; planar
graphs and trees; directed graphs and binalysis; algebraic systems;
languages, grammars, automata; ordered sets and lattices; proporsitional
calculus; boolean algebra, logic gates
Q/00884, M/05946,
M/05947
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
47 KOMBINATORIK 511.3 Lip s Lipschutz, Seymour Schaum Outline Matematika Disktet edisi ke 3 Erlangga, 2007 Teori himpunan; relasi; fungsi dan algoritma; logika dan kalkulus
proposisional; teknik-teknik perhitungan; teknik-teknik perhitungan lanjut,
rekursi; probabilitas; teori graf; graf terarah; pohon-pohon biner; sifat-sifat
integer; bahasa, automa, tata bahasa; finite state machine dan mesin
turing; himpunan terurut dan lattice; aljabar boolean; vaktor dan matriks;
sistem-sistem aljabar
M/06767, M/06784,
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48 KOMBINATORIK 511.3 Lip s Lipschutz, Seymour Schaum Outlines Discrete Mathematics 2nd ed Schaum Outlines
Series, 1997
M/07023, M/07655 2
49 KOMBINATORIK 511.3 Lip s Lipschutz, Seymour Schaum Outlines Discrete Mathematics 3rd ed Schaum Outlines
Series, 2007
Set theory; relations; functions and algorithms; logic and propositional
calculus; techniques of counting; advanced counting techniques, recursion;
probability; graph theory; directed graph; binary trees; properties of the
integers; languages, automata, grammars; finite state machines and turing
machines; ordered sets and lattices; bolean algebra; vectors and matrices;
algebraic system
M/06807 Tidak Ada 1
50 KOMBINATORIK 511.3 Liu d Liu, C.L. Dasar-dasar matematika discrete Jakarta: Gramedia
Pustaka Utama, 1995
M/03120, M/05570,
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51 KOMBINATORIK 511.3 Liu e Liu, C.L. Elements of discrete mathematics,2nd ed. New York: Mcgraw-Hill
Book Com., 1985
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52 KOMBINATORIK 511.3 Mun m Munir, Rinaldi Matematika Diskrit : logika, himunan, relasi, fungsi,
algoritma, kombinatorik, peluang diskrit edisi 5
Informatika, 2016 M/07946, M/07947,
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53 KOMBINATORIK 511.3 Mun m Munir, Rinaldi Matematika Diskrit : logika, himunan, relasi, fungsi,
algoritma, kombinatorik, peluang diskrit edisi Rev
ke 6
Informatika, 2016 M/08156, M/08157,
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54 KOMBINATORIK 511.3 Rao d Rao, Shanker G Discrete Mathematical Structures, 2nd ed. New Delhi: New Age
International Publis.,
2009
mathematical logic; set theory; relations; functions; recurrence relation;
boolean algebra; logic gates; elementary combinatorics; graph theory;
algebraic structures; finite state machine; Rao, Shanker G
M/06465 1
55 KOMBINATORIK 511.3 Ros d Rosen, Kenneth H. Discrete mathematics and its application, 3rd ed New York: McGraw-
Hill.Inc., 1995
Functions: logic, sets, functions; fundamentals: algorithms, the integers,
and matrices; mathematical reasioning; Counting; Advanced counting
techniques; Relations; Graphs; Trees; Bolean algebra; Modeling
computation
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Q/04054, Q/04164,
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56 KOMBINATORIK 511.3 Ros d Ross, Kenneth A. Discrete mathematics, 4th ed. Upper Saddle,NJ:
Prentice Hall, 1999
Discrete mathematics Q/01906 1
57 KOMBINATORIK 511.3 Ros d Rosen, Kenneth H Disceret Mathematics and Its applications,4th ed Boston: McGraw-Hill,
1999
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58 KOMBINATORIK 511.3 Ros d Rosen, Kenneth H. Discrete Mathematics and its applications,5th ed. Singapore: McGraw
Hill, 2003
M/04849 1
59 KOMBINATORIK 511.3 Ros d Rosen, Kenneth H. Discrete Mathematics and its applications,6th ed. New York: McGraw
Hill, 2007
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60 KOMBINATORIK 511.3 Ros d Rosen, Kenneth H. Discrete Mathematics and its applications,7th ed. New York: McGraw
Hill, 2013
The foundation logic and proof; basic structures sets, function, sequences,
sums, and matrices; algorithms; number theory and cryptography; induction
and recursion; counting; discrete probability; advanced counting techniques;
relations; graphs; trees; algebraic structures and coding theory; bolean
algebra; model computation
M/06895, M/06893,
M/06894, M/06969,
M/07027, M/07415,
M/08044, M/07931,
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61 KOMBINATORIK 511.3 Skv d Skvarcius, Romualdas Discrete mathematics with computer science
applications
Menlo Park, CA: The
Benjamin/Cummings,
1986
Introduction to Discrete Mathematics; Logic and Sets; Relations and
Functions; Combinatorics; Undirected Graphs; Directed Graphs; Boolean
Algebra; Algebraic Systems; Machines and Computations; Probability
Q/01863 1
62 KOMBINATORIK 511.3 Tru d Truss, J.K. Discrete mathematics for computer scientists Reading, MA: Addison-
wesley, 1991
Neural Numbers; Sets, Relations and Functions; Algebraic Topics;
Combinatorics; Partiallly Ordered Structures; Logic; Graphs; Formal
Machines; Analysis of Algorithms and Complexity Theory; Coding Theory
Q/01862 1
63 KOMBINATORIK 511.3 Was d Washburn, Sherwood Discrete mathematics Reading,MA: Addison
Wesley, 2000
set, subsets, induction, and recursion; integers, remainders, and golden
ratio; functions, relations, and counting; graphs; proof techniques and logic;
boolean algebras, boolean functions, and logic; graphs and relations;
algorithms; combinatorics; models of computations;
Q/01861 1
64 KOMBINATORIK 511.5 Alg a Editor : Hammer, Peter Algorithmic Graph Theory and Perfect Graphs 2nd
ed
Elsevier, 2004 Graph Theoretic Foundations; the design of efficient algorithms; perfect
graphs; polyhedral; graph conjecture; triangulated graphs; comparability
graphs; matroid of graphs; split graphs; permutation graphs; interval graphs;
superperfect graphs; threshold graphs; not so perfect graphs; perfect
gaussian elimination
M/06806 1
65 KOMBINATORIK 511.5 Bac s Baca, Martin Super Edge-entimagic Graphs : a wealth of
problems and some solutions
Brown Walker Press,
2008
magis squares; antimagic squares; magig labeling; antimagic labeling; edge
antimagic labeling; EAT labeling of cycles and paths; super edge antimagic
labeling; super EAT labeling of cycles and cyles with chord; super EAT
labeling of wheels and related graphs; super EAT labeling of ladders,
prisms and antiprisms; super EAT labeling of complete graphs; super EAT
labeling of trees; super EAT labeling of disconnected graphs; connection
between graceful and antimagic labeling
M/07070 1
66 KOMBINATORIK 511.5 Bal s Balakrishnan, V.K. Theory and problems of graphs theory (schaums
outline series)
New York: McGraw
Hill, 1997
graphs and diagraphs; connectivity; eulerian and hamiltonian graphs;
optimization involving trees; shortest path problems; flow, connectivity, and
combinatorics; matchings and factors; graph embeddings; coloring of
graphs
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4
67 KOMBINATORIK 511.5 Bap g Bapat, R.B Graphs and Matrices Springer, 2010 Incidence Matrix; adjacency matrix ; laplacian matrix; cyles and cuts;
regular grhaps; algebraig connectivity; distance matrix of a tree; resistance
distance; laplacian eigenvalues of thereshols graphs; positive devinite
completion problem; matrix games based on graphs
M/06624, M/06625,
M/06626, M/06627,
M/06628, M/06787,
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68 KOMBINATORIK 511.5 Bol e Bollobas, Bella Extermal Graph Theory Dover Pubs Ins., 2004Connectivity; Elementary Properties; mengers Theorem and its
Consequences; The Structure of 2- and 3-Connected Graphs; minimaly
Connected Graphs; exercise Problems and Conjectures; Matching ;
fundamental Matching Theorems; Number of I-Factors ; Graphs with
Restrictions on the Degrees; Coverings; Cycles; Graphs with Large Minimal
Degree and Large Girth; vertex Disjoint Cycles; Grails with Cycles of Given
Lengths; The Diameter; Demeter, Maximal Degree and Size; Diameter and
Connectivity; Graphs with Large Subgraphs of Small Diameter; Factors of
Small Diameter; General Colouring Theorems ;Critical k-Chromatic Graphs;
Colouring Graphs on SurfacesSparse Graphs of Large Chromatic Number;
Perfect Graphs; Ramsey Type Theorems; Exercises, Problems and
Conjectures; The Number of Complete Subgraphs; Complete Subgraphs of
r-Partite Graphs; The Structure of Graphs; The Structure of Extremal
Graphs without Forbidden Subgraphs; Independent Complete Subgraphs;
Exercises, Problems and Conjectures; Topological Subgraphs;
Contractions; Topological Complete Subgraphs; Semi-Topological
Subgraphs; Exercises, Problems and Conjectures
Complexity and Packing; The Complexity of Graph Properties; Monotone
Properties; The Main Packing Theorem; Packing Graphs of Small Size;
M/06968 1
69 KOMBINATORIK 511.5 Bol r Bollobas, Bella Random Graphs 2nd ed. Chambridge Univ.
Press, 2001
Probability theoretic preliminaries; models of random graphs; the degree
sequence; small subgraphs; the evolution of random grhaps; connectivity
and matchings; long paths and cycles; the automorphism group; the
diameter; cliques independet sets and colouring; ramsey theory; explisit
constructions; squences matrices and permutations; sorting algorithm;
random graphs of small order
M/06623 1
70 KOMBINATORIK 511.5 Bon g Bondy, J. A Graph theory Springer, 2008 Graphs; subgraphs; connected graphs; trees; nonseparable graphs; tree-
search algorithms; flows in networks; complexity of algorithmns;
connectivity; planar graphs; the four colour problem; stable sets and
cliniques; the probabilistics methods; vertex colourings; colouring maps;
matchings; edge colourings; hamilton cycles;coverings and packing in
directed graphs; electrical networks; integer flows and coverings;graph
parameters; operations and relations; families of graph.
M/06867 1
71 KOMBINATORIK 511.5 Bon g Bondy, J. A Graph theory with applications New York; North-
Holland, 1982
graphs and subgraphs; vertex degrees; graph isomorphism; trees;
adjacency matries; cycles; sperner lemma; cut vertices; connector problem;
connectivity; reliable communication networks; euler tours; hamilton cycles;
travelling salesman problem; matchings; converings in bipartite graphs;
optimal assignment problem; optimal assigment problem; edge colourings;
chormatic number; independent sets; geometry problem; cliques; ramsey's
problem; vertex colourings; planar graphs; dual graphs; algorithm; directed
graphs; networks; bond space; cycle space
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72 KOMBINATORIK 511.5 Bon g Bondy, J.A Graduate Texts in Mathematics : Graph Theory Springer, 2008 M/06810 1
73 KOMBINATORIK 511.5 Bro s Brouwer, Andries E Spectra of Graphs Springer, 2011 M/07427 1
74 KOMBINATORIK 511.5 Cha a Chartrand, Gary Applied and algorithmic graph theory New York: Mcgraw-hill,
1993
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75 KOMBINATORIK 511.5 Cha c Chartland, Gary Chromatic Graph Theory CRC Press, 2009 Introduction to graphs; trees and connectivity; eulerian and hamiltonian
graphs; maching and factorization; graph embedding; introduction to vertex
colorings; bound of the cromatic number; coloring graph on survaces; edge
coloring of graph; monocromatic and coloring rainbow colorings; complete
coloring; distinguishing coloring; coloring, distance, domination
M/06719 1
76 KOMBINATORIK 511.5 Cha g Chartrand, Gary Graphs and diagraphs, 2nd ed. California: Cole Adv.,
Book & Soft., 1986
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77 KOMBINATORIK 511.5 Cha g Chartrand, Gary Graphs and diagraphs, 3rd ed. CRC Press, 2016 M/08055 1
78 KOMBINATORIK 511.5 Cha i Chartrand, Gary Introduction to Graph Theory 2nd ed Chartrand, Gary, 2005 Graph models; multigraphs; digraphs; degrees; vertex; excursion;
isomorphic graphs; trees; bridge; spanning trees; connectivity; cut-vertices;
mengers theorem; geodetic sets; traversability; eulerian graphs; hamiltonian
graphs; diagraphs; strong diagraphs; tournaments; matchings and
factorization; decompositions and graceful labelings; planarity; embedding
graphs on survaces; coloring; ramsey numbers;distance ; domination
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79 KOMBINATORIK 511.5 Eva o Evans, James R. Optimization Algorithms for Networks and Graphs,
2nd ed.
New York: Marcel
Dekker, 1992
Graphs; Networks; Computer representation; Solution; Tree algorithms;
Shortest-path algorithms; Minimum-cost flow algorithms; Maximum-flow
algorithms; matching; Assigment algorithms; Postman; Related; Traveling
salesman; Related vertex routing problems; Location problems; Project
networks
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80 KOMBINATORIK 511.5 Eve g Even, Shimon Graph algorithms America: Computer
Science Press, Inc,
1979
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81 KOMBINATORIK 511.5 Fou g Fournier, Jean-Claude Graph theory with applications with exercises and
problems
New York; John Wiley
& Sons, 2009
basic concepts; graphs; subgraphs; paths and cycles; degrees; bipartite
graphs; algorithmic aspects; trees; spanning trees; complexity; kruskal's
algorithm; justification; menger's theorem; hypercube; colorings; room
constraints; terminology; acyclic diagraphs; arborescences; drawings;
triminology; optimization; implementation; concrete trems; acyclic
numbering; optimal paths; pontential task graph; matchins; positive;
maximum matching algorithm; kuhn-munkres algorithm; flows;
interpretation; elimination; edmonds-johnson algorithm; hamilton cycles;
planar representations; euler's relation; algorithmic aspect; problems with
comments; calssification of problems
M/06368 1
82 KOMBINATORIK 511.5 Har g Harary, Frank Graph theory Reading, MA: Addison-
esley, 1969
Graph Theory; Harary; Discovery; Graphs; Blocks; Trees; Connectivity;
Partitions; Line Graph; Factorization; Coverings; Colorability; Matrices;
Groups; Enumeration; Digraphs
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83 KOMBINATORIK 511.5 Har p Hartsfield, Nora Pearls in graph theory a comprehensive
introduction
New York: Dover
publications, 1994
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84 KOMBINATORIK 511.5 Hol p Holton, D.A. The Petersen graph Cambridge:
Cambridge University
Press, 1993
Petersen-graph; Factors; Flows; Projective-geometry; Hypohamiltonian-
graph; Symmetry; Petersen Graph; Four Colour Problem; Snarks; Factors;
Beyond-Colour Theorem; Cages; Hypohamiltonian Graph; Symmetry;
Petersen Graph Diversity
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85 KOMBINATORIK 511.5 Huc e Huckenbeck, Ulrich Extremal paths in graph foundation, search
strategies and related topics
Berlin: Academic
Verlag ,1997
Extermal Paths; Graph; Foundations; Search Strategies; Related Topics;
Huchenbeck; Path Functions; Combinatorial Results; Algorithmic Search-
Optimal Paths; Optimal Discrete Object; Relationships Between Paths;
Graphs-Countinous Curves
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86 KOMBINATORIK 511,5 Khe g Khee, Mengkoh Graph Theory Undergrade Mathematics World Scientific, 2015 M/07928 1
87 KOMBINATORIK 511.5 Mch a Mchugh, James A. Algorithmic graph theory London: Prentice-Hall
International, 1990
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88 KOMBINATORIK 511.5 Nor a Biggs, Norman Algebraic graph theory, 2nd. ed New York: Cambridge,
1993
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3
89 KOMBINATORIK 511.5 Sch f Schneinerman, Edward
R.
Fractional graph theory a rational approach to
theory of graph
New York: John Wiley
& Sons, 1997
Theory-Graph; Fractional; Schneinerman; Ullman; General Theory:
Hypergraphs; Fractional Matching; Fractional Coloring; Fractional Edge
Coloring; Fractional Arboricity; Matroid Methods; Fractional Isomorphism;
Fractional Odds-Ends; Background
Q/01850, Q/01851 2
90 KOMBINATORIK 511.5 Smi m Smith, Cameron The Mathematics graphics quidebook New York: Addison
Wesley, 1995
Graphics Guidebook; Mathematics Graphics; Smith; Blachman; Design
Mathematica; Graphics Commands; Data Types; Graphics Primitives;
Graphics Directive; Cammonds-Producing Grapgics; Graphics Packages;
Coordinate Systems; Options;
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91 KOMBINATORIK 511.5 Sla p Slamet, Suryadi Pengantar teori graf Jakarta: Jurusan
Matematika-FMIPA UI,
1998
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92 KOMBINATORIK 511.5 Sug t Sugeng, Kiki Ariyanti Teori Graf dan Aplikasinya Departemen Math
FMIPA UI, 2014
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93 KOMBINATORIK 511.5 Top t Edited : Beineke, Lowell
W
Topics in Algebraic Graph Theory Chambridge Univ.
Press, 2005
Eigenvalues of graphs ; graphs and matrices ; spectral graph theory ; graph
laplacians ; automorphisms of graphs ; cayley graphs ; finite symmetric
graphs ; strongly regular graphs ; distance transitive graphs ; computing
with graphs and groups
M/06632, M/06743,
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3
94 KOMBINATORIK 511.5 Wal m 511.5 Wal m Magic Graph Walls, W.D, 2001 Magic squares ; Latin squares; Magic rectangles ; Magic labeling ; Some
applications of magic labelings; Duality; Graphs with no edge-magic total
labeling; Main theorem ; Forests; Regular graphs; Cliques and complete
graphs ; Sidon sequences and labelings ; Complete graphs; All edge-magic
total labelings of complete graphs; Complete subgraphs; Split graphs ;
Small cycles; Generalizations of cycles ; Complete bipartite graphs ; Small
cases; Wheels; The constructions for n # 6; Disconnected graphs; Some
easy cases; Trichromatic graphs; Strong edge-magic total labelings; Edge-
magic injections; Vertex-Magic Total Labelings; Basic ideas; Definitions;
Basic counting; Regular graphs; Cycles and paths; Vertex-magic total
labelings of wheels ; Large wheels cannot be labeled; Small wheels can
have many labelings ; Generalizations of wheels ; Vertex-magic total
labelings of complete bipartite graphs ; Construction of vertex-magic total
labelings of K; The spectrum ; Graphs with vertices of degree one ; The
complete grapactions; Topological Complete Subgraphs; Semi-Topological
Subgraphs; Exercises, Problems and Conjectures
Complexity and Packing; The Complexity of Graph Properties; Monotone
Properties; The Main Packing Theorem; Pac
M/06966 1
95 KOMBINATORIK 511.5 Wes i West, Douglas B. Introduction to graph theory Upper saddle River,
NJ: Prentice-Hall, 1996
fundamental concepts; trees and distance; matchings and factors;
connectivity and paths; graphs coloring; edges and cycles; planar graphs;
additional topics (optional);
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96 KOMBINATORIK 511.5 Wes i West, Douglas B. Introduction to graph theory, 2nd Upper saddle River,
NJ: Prentice-Hall, 2001
fundamental concepts; trees and distance; matchings and factors;
connectivity and paths; coloring of graphs; planar graphs; edges and cycles;
additional topics (optional); optimization and complexity
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6
97 KOMBINATORIK 511.5 Wil g Wilson, Robin J. Graphs an introductory approach a first course in
discrete mathematics
New York: John Wiley
& Sons, 1990
what is a graph; definitions and examples; apprications of graphs; what is a
digraph; applications of digraphs; eulerian graphs and diagraphs;
hamiltonian graphs and diagraphs; path algorithms; connectivity; trees;
panarity; coloring graphs; coloring maps; decomposition problems;
conclusion
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98 KOMBINATORIK 511.5 Wil i Wilson, Robin J. Introduction to graph theory Edinburgh: Oliver &
Boyd, 1972
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99 KOMBINATORIK 511.5 Wil i Wilson, Robin J. Introduction to graph theory,4th ed. Lediburg: Gate, Harlow
Lougman, 1996
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100 KOMBINATORIK 511.6 Als s Alseda, Lluis Combinatorial dynamics and entropy in dimension
one, 2nd
Singapore: World
Scientific, 2000
interval maps; circle maps; entropy; graphs maps; rotation theory Q/01937 1
101 KOMBINATORIK 511,6 Bee h Beeler, Robert A How to Count : an Introduction to Combinatorics
and Its Applications
Springer, 2015 Preliminaries; Basic Counting; The Binomial Coefficient; Distribution
Problems; Generating Functions; Recurrence Relations; Advanced
Counting—Inclusion and Exclusion; Advanced Counting—Pólya Theory;
Application: Probability; Application: Combinatorial Designs; Application:
Graph Theory
M/08168 1
102 KOMBINATORIK 511.6 Bry w Bryant, Victor A Wide-Randing Introduction Aspects of
combinatorics
New York: Cambridge,
1993
M/06200, M/06198,
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103 KOMBINATORIK 511.6 Che p Chen Chuan-Chong Principles and Techniques in Combinatorics Singapore: World
Scientifec, 1999
Permutation; Combinations; Binomial coefficients; Multinomial coefficients;
Pigeonhole principle; Ramsey numbers; Generating functions; Recurrence
relations
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M/06194, M/06342,
M/06996, M/06997,
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104 KOMBINATORIK 511.6 Coh b Cohen, Daniel I.A Basic Techniques of Combinatorial Theory Canada: John Wiley &
Sons, 1978
Binomial coefficients; generating functions; advanced counting numbers;
fundamental; graphs; permutations
M/06237 1
105 KOMBINATORIK 511.6 Con Editor : Kubale, Marek Contemporary Mathematics : graph colorings American
Mathematical Society,
2004
Graph coloring; classical coloring of graphs; online coloring of graphs;
equitable coloring of graphs; sum coloring of graphs; T-coloring of graphs;
rank coloring of graphs; interval edge coloring of grpahs; circular coloring
and routing in graphs; list colorings of graphs; ramsey coloring of complete
graphs; placing guard in art galleries by grpahs coloring
M/07484 1
106 KOMBINATORIK 511.6 Com edited: D.S. Bridge Combinatorics, complexity and logic proceedings
of DMTCS'96
Singapore: Springer,
1997
invitation to algorithmic information theory; discrete isoperimentric
inequalities; similarities and differences; forbidding and enforcing;
constructive programming; indiscreet applicatons of discrete mathematics;
foundation for computable analysis; quantum electronic devices based on
metal dielectric transition in low dimensional quantum structures;
recibgnizing diameter critical graphs; hadwiger number for the product of
two cycles; proper bounded edge coloring; sharply bounded alternation;
secret sharing schemes based on room squares; graph classes between
parity amd distance hereditary graphs; sierpinski gasket and graphs
symmetries; parameterized complexity; logical definability; formalization of
anytime constraint satisfaction; generating function of lamda terms;
effectivity and effective continouity of functions; combinatorial properties of
sequences; categoricity and scott families; set automata; condition for
normal semicylce; computability structures on metric space;
Q/01465 1
107 KOMBINATORIK 511.6 COM Editors ; Maher, Carolyn
A…et.al
Combinatorics and reasoning: represnting,
justifying and building isomorphisms
New York; Springer,
2010
Combinatorics; longitudinal study; methodology; foundations of proof
building; making connections; generalizing; extending; Implications
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108 KOMBINATORIK 511.6 Eri i Erickson, Martin J. Introduction to combinatorics New York: John Wiley
& Sons, 1996
preliminaries: Sets Theory, Algebra and Number Theory; existence;
Pigeonhole Principle; Sequences and Partial Orders; Ramsey Theory;
Enumeration; Recurrence Relations and Explicit Formalas; Permutations
and Tableaux; Polya Theory ofCounting; Codes; Designs; Big Designs
Q/01934 1
109 KOMBINATORIK 511.6 Fla a Flajolet, Philippe Analytic combinatorics Cambridge University
Press, 2009
symbolic methods; combinatorial structures; multivariate generating;
complex asymptotics; random structures; complex analysis; probability
theory; singularity analysis; Flajolet, Philippe; Sedgewick, Robert
M/06325 1
110 KOMBINATORIK 511.6 God a Godsil, C. D. Algebraic combinatorics New York: Chapman &
Hall, 1993
matchings polynomial; characteristic polynomials; formal power series and
generating functions; walk generating functions; quotients of graphs;
machings and walks; pfaffians; orthogonals polynomials; moment
sequences; strongly regular graphs; distance regular graphs; association
schemes; representations of distance regular graphs; polynomial spaces;
polynomial; spaces; tight designs
Q/01463, Q/01932,
Q/01933
3
111 KOMBINATORIK 511.6 Hal c Hall, Marshall Combinatorial theory, 2nd New York: John Wiley,
1998
Combinatorial Theory; Hall; Permutations-Combinations; Inversion
Formulae; Generating Functions-Recursions; Partitions; Distint
Representative; Ramsey's Theorem; Some Extremal Problems; Convex
Spaces- Linear Programming; Graphical Methods Derbuijn Sequences;
Block Designs; Difference Sets; Finite Geometries; Ortogonal Latin
Squares; Hadamard Matrics; General Constructions-Block Designs;
Theorems Complletion-Embedding; Coding Theory-Block Designs
Q/04129, M/06187,
M/06188
3
112 KOMBINATORIK 511.6 Kor c Korte, Bernhard Combinatorial Optimization : theory and algorithms
5th ed
Springer, 2012 Graphs; linear programming; linear programming algorithms; integer
programming ; spanning trees and arborescences; shortest pats; network
flows; minimum cost flows; maximum matchings; weighted matching;
b0matchings and t joins; matroids; generalizations of matroids; NP-
completences; approximation algorithms; the knapsack problem; bin-
packing; multicommodity flows and edge disjoint paths; network design
problems; the traveling salesman problem; facility location
M/06965 1
113 KOMBINATORIK 511.6 Kor k Korte, Bernhard Combinatorial Optimization: theory and algorithms, 4t ed.Berlin; Springer, 2008 enumeration; linear optimization problem; graphs; linear programming;
polyhendra; simplex algorithm; linear programming algorithms; gaussian
elimination; integer programming; spanning trees; arborescences; shortest
paths; network flows; minimum cost flows; maximum matchings; weighted
matching; matroids; generalizations of matroids; NP-completeness;
approximation algorithms; the knapsack problem; Bin-Packing;
multicommodity flows; Edge-disjoint paths; networks design problems;
traveling salesman problem; facility loctaion; Vygen, Jens; Korte, Bernhard
M/06472 1
114 KOMBINATORIK 511.6 Lin c Lint, J.H.Van A Course in Combinatorics, 2nd ed. New York: Cambridge,
2001
Graph theory; trees; flows; ramsey's; orthogonal; gaussian; baranyai's
theorem
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115 KOMBINATORIK 511.6 Mar c Marcus, Daniel A. Combinatorics a problem oriented approach Washington: MAA,
1998
special counting methods; ; strings; combinations; distributions; partitions;
inclusion and exclusion; recurrence relations; generating functions; polya
redfield methods
Q/01931, Q/02380 2
116 KOMBINATORIK 511.6 Mer c Merris, Russell Combinatorics,2nd ed. Canada; John Wiley &
Sons, 2003
Mathematics of choice; combinatorics of finite functions; polya's theory of
enumeration; generating functions; Enumeration in graphs; codes and
designs
M/06324 1
117 KOMBINATORIK 511.6 Pap c Papadimitriou, Christos
H.
Combinatorial optimization algorithms and
complexity
Englewood Cliffs, NJ:
Prentice-Hall, 1982
M/00667 1
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118 KOMBINATORIK 511.6 Pap c Papadimitriou, Christos
H.
Combinatorial Optimization algorithms and
complexity
Mineola,New York:
Dover, 1998
Optimization problems; Simplex algorithms; Duality; Computational
considerations for simplex algorithm; Primaldual algorithm; Algorithms and
Complexity; Efficient algorithms for max flow problem; Algorithms for
matching; Weighted matching; Spanning trees; Matroids; Integer linear
programming; NP-complete problems; Local search; Approxiamation
algorithmsbranch and bound and dynamic programming; local search
Q/00658, M/06191,
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119 KOMBINATORIK 511.6 Rei c Reingold, Edward M. Combinatorial algorithms theory and practice Englewood Cliffs, NJ:
Prentice-Hall, 1977
M/03133 1
120 KOMBINATORIK 511.6 Slo a SLomson, Alan An Introduction to Combinatorics London: Chapman &
Hall, 1991
Permutations; Combinations; Inclusion-exclusion principle; Partitions;
Stirling approximation; Permutations; Groups; Group actions; Graphs;
Counting patterns; Polya theorem
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121 KOMBINATORIK 511.6 Tuc a Tucker, Alan Applied combinatorics, 4th ed. New York: John Wiley
& Sons, 2002
elements of graphs theory; covering circuits and graph coloring; trees and
searching; network algorithms; general counting methods for arrangements
and selections; generating functions; recurrence relaions; inclusion
exclusion; polya enumeration formula; games with graphs
Q/01152, Q/00863 2
122 KOMBINATORIK 511.62 Cha e Charalambides,
Charalambos A.
Enumerative Combinatorics Boca Raton: Chapman
& Hall, 2002
basic counting principles; permutations and combinations; factorials,
binomial and nultinomial coefficients; principle of inclusion and exclusion;
permutations with fixed points and successions; generating functions;
recurrence relations; striling numbers; distributions and occupancy;
partitions of integers; partition polynomials; cycles of permutations;
equivalence classes; runs of permutations and eulerian numbers
Q/04005 1
123 KOMBINATORIK 511.8 Mau d Maurer, Stephen B. Discrete algorithmic mathematics New York: Addison
Wesley,
Discrete Algorithms; Mathematics; Maurer; Ralston; Mathematical
Preliminaries; Algorithms; Mathematical Induction; Graph-Trees;
Fundamental Counting Methods; Difference Equations; Probability;
Introduction-Mathematical Logic; Algorithmic Linear Algebra; Infinite
Processes-Disrete Mathematics; Sorting Things Out-Sorting
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124 KOMBINATORIK 512.1 Har g Harary, Frank Graphical enumeration New York: Academic
Press, 1973
M/03249 1
125 KOMBINATORIK 512.2 APP Editor; Koolen,
Jack…et.al
Applications of group theory to combinatorics London; CRC Press,
2008
Combinatorial; computational group; symmetrical; separability; groups and
designs; graphs
M/0340, M/06341 2
126 KOMBINATORIK 512.5 Bat t Batten, Lynn Margaret The theory of finite linear spaces combinatorics of
points and lines
Cambridge :
Cambridge University
Press, 1993
essentials; Complementation; Line Size; Semiaffine Linear Spaces;
Semiaffine Linear Spaces with Large Oder; Linear Spaces with Few Lines;
Dimensional Linear Spaces; Group Action-Linear Spaces
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127 KOMBINATORIK 512.9'434 Bru c Brualdi, Richard A. A Combinatorial approach to matrix theory and its
applications
New York; CRC Press,
2008
Graphs; basic matrix operations; determinants; matrix inverses; system
linear equations; spectrum of a matrix; nonnegative matrices
M/06336 1
128 KOMBINATORIK 519.538 Con c Constantine, Gregory M. Combinatorial theory and statistical design New York: John Wiley
& Sons, 1986
M/02665 1
129 KOMBINATORIK 519.76 Com William J. Cook ..[et.al] Combinatorial optimization New York: John Wiley
& Sons, 1998
Combinatorial Optimization; Cook; problems and algorithms; optimal trees
and paths; maximum flow problems; minimum cost flow problems; optimal
matchings; integrality of polyhedra; traveling salesman problem; matroids;
np completeness
Q/04043 1
130 KOMBINATORIK 005.82 Jou a Joux, Antoine Algorithmic Cryptanalysis New York; CRC Press, 2009modern cryptography; elementary number theory; algebra background;
linear algebra; sieve algorithms; brute force cryptanalysis; birthday paradox;
birthday-based algorithms; analysis random functions; birthday attacks
through quadrisection; fourier and hadamard; walsh transforms; polynomial
M/06469 1
1 KOMPUTASI 001.01 Cur edited: Alfred V. Aho Currents in the theory of computing London: Prentice-Hall
Int., Inc. 1973
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2 KOMPUTASI 001.3 Man m Manna, Zohar Mathematical theory of computation New York: McGraw-Hill
Book Company, 1974.
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3 KOMPUTASI 001.6 Lew e Lewis, Harry R. Elements of the theory of computation, 2nd ed London Prentice-Hall
1998
Element; Theory-Computation; Lewis; Papadimitriou; Sets; Relations;
Languages; Finite Automata; Context-Free Languages; Turing Machines;
Undecidability; Computational Complexity; NP-completeness
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4 KOMPUTASI 001.603 Mic Microsoft macro assembler 5.0 Canada: Simultaneus
Publishing, 1987
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5 KOMPUTASI 001,642 Smi p Smith, Norman E. Borland c++ : panduan praktis berilustrasi Jakarta: Elex Media
Komputindo, 1994
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6 KOMPUTASI 001.642 Win l Winston, Patrick Henry LISP, 2nd ed Reading, Mass
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7 KOMPUTASI 003 Com Computing systems fundamental: techniques (a
programmed instruction course)
Chicago: Sciences
research association,
1969
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8 KOMPUTASI 003 Com Computing systems fundamentals: overview (a
programmied instruction course)
USA : Science
Research Associate
Inc., 1967
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9 KOMPUTASI 003 Dwy c Dwyer, Thomas A. CP/M and the personal computer Massachusetts:
Addison Wesley Publ.,
1983
M/02321 1
10 KOMPUTASI 003 Hus i Hussain, Donna S. Information management organization,
management and control of computer processing
New York Prentice-
Hall 1992
Organization-Computing; Design-Computer Centre; Computer Personnel;
Oversight-Computing; Quality Control; Privacy; Security; Perfomance
Evaluation; Auditing; Processing; Systems Maintenance; Budgeting-
Computer Processing; Standars; Managing Resistance-Chenge; Impact-
Information Systems Mangement; Global Issues Related; Future-
Computing; Hussain
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11 KOMPUTASI 003.3 Sau c Sauer, Charles H. Computer systems performance modeling Englewodd Cliffs, NJ:
Prentice-Hall, 1981
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12 KOMPUTASI 003.54 Wid b Widyahartono, Bob Beberapa segi penyajian informasi dan
pengenalan komputer
Bandung: Alumni,
1982
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13 KOMPUTASI 003.78 Cou d Coulouris, George Distributed systems concepts and design, 2nd ed Harlow: Addison-
Wesley, 1994
Characterization-distribution systems; Design goals; Networking;
Internetworking; Interprocess communication; Remote procedure calling;
Distributed operating systems; File service; Name services; Time-
coordination; Replication; Shared data; Councurency control Distributed
transactions; Security
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14 KOMPUTASI 003.781 Tan d Tanenbaum, Andrew S. Distributed Systems principles and paradigms Upper Saddle River
Prentice Hall 2002
communication; processes; naming; synchronization; consistency and
replication; foult tolerance; security; distributed object based systems;
distributed file systems; distributed document based systems; distributed
coordination based systems; reading list and bibliography
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15 KOMPUTASI 004 Arn m Arnold, A. Mathematics for computer science Englewood Cliffs, NJ
Prentice-Hall 1996
Mathematics; Computer-science; Recursion; Induction; Boolean-algebra;
Logic; Recurrences; Asympthotic-behaviour; Graphs; Markov-chains;
Vector Fields; Linear Equationsl Phase Flows; Symetries; Reciplication
Theorems; Higher Order; Autonomous System; Partial Differential
Equations; Complax Phase Space; Complexification; Real Linear
EquationLinear Systems; Singular Points; Stability; Case; Variation-
Constants; Contaction mappings; Initial Conditions; Theorem-
Differentiability; Differentiable manifolds; Tangent Bindle; Singular Points
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16 KOMPUTASI 004 Bar i Bartee, Thomas Introduction to computer science Tokyo: McGraw-Hill
Book Company, 1984
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17 KOMPUTASI 004 Bee c Ericksen, Linda Compact Guide to Web Page Creation and Design Reading,
Massachusetts:
Addison Wesley 1999
overview of web publishing; basic html; enchancing the home page; linking
to other documents and creating forms; encancing and evaluating a home
page
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18 KOMPUTASI 004 Bro c Brookshear, J.Glenn Computer Science an overview,4th ed. California: The
Benjamin, 1994
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19 KOMPUTASI 004 Col f Colin, Andrew J.T. Fundamentals of computer science London: Southeat
Asian Reprinted, 1981
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20 KOMPUTASI 004 Com Hopcroft, John E
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Computer Science chievements and Opportunities M/05283 1
21 KOMPUTASI 004 Dav i Davis, Gordon B. Introduction to computers, 3rd ed. Tokyo: McGraw-Hill
Book Company, 1977
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22 KOMPUTASI 004 Dew i Dewdney, A.K. Introductory computer science bits of theory bytes
of practise
New York Computer
Science Press 1996
Program Called Chaos; Automated Teacher; Variable Named Money;
Electronic Visions; Ground Floor-Computing; Pilling Up Data; Simulation-
Information Highway; Public-Private Codes; Tortoise; Hare; Daily Plane;
Dewdney
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23 KOMPUTASI 004 Gil s Gildersleeve, Thomas R. Successful data processing system analysis Englewood Cliffs, NJ:
Prentice-Hall, 1978
M/02299 1
24 KOMPUTASI 004 Har Hartono, Jogiyanto Pengenalan Komputer Dasar Ilmu
Komputer,Pemograman,sistem Informasi dan
Intelegensi Buatan,3rd ed Jogiyanto Hartono
Yogyakarta:
ANDI,1999
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25 KOMPUTASI 004 Ker p Kerami,Djati Pengantar Teori Komputasi Depok: Jurusan
Matematika FMIPA-UI,
2001
M/05120, M/05675 2
26 KOMPUTASI 004 Kin t Kinber, Efim Theory of computing a gentle introduction Upper Saddle River,
NJ Prentice-Hill 2001
Finite automata; Context-free languages; Turing machines; Computational
complexity
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27 KOMPUTASI 004 Kuc s Kuck, David J. The Structure of computers and computations New York: John Wiley
& Sons Inc., 1978
M/02298 1
28 KOMPUTASI 004 Lap g Laplante, Philip Great papers in computer science New York IEEE Press
1998
Algorithmas-Data Structures; Programming Laguages; Architecture;
Numerical-Scientific; Computing; Operating Systems; Software
Methodology-Engineersing; Database; Artificial Intelligence-Robotics; Great
Papers-Computer Science; Laplante
Q/01396 1
29 KOMPUTASI 004 Lon i Long, Larry Introduction to computers and information systems Englewood Cliffs, NJ
Prentice-Hall 1994
Computers today;World-computers; Computer systems: micro-
supercomputers; Interacting-computers; hardware; Inside-computer;
Input/output devices; Data storage; Organization; Data communications;
Networking; System software-platforms; Programming concepts-languages;
Text; Image processing software; Data management software;
Management informatin systems; MIS; Decision support; Analysis; Design-
business information systems; Opportunity, responsibility, challenge;
Computer society
Q/01400 1
30 KOMPUTASI 004 Lon m Long, Larry Computers Information Technology in Perspective,
9th ed.
Upper Saddle River,
NJ: Prentice Hall 2001
technology revolution; software; inside the computer; storing and retrieving
information; information input and output; networks and networking; goind
online; exploring the cyberworld; it ethics and healthy computing; personal
computing; information systems; developing business information systems;
technology and society; answers to section self checks
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31 KOMPUTASI 004 Lon p Longkutoy, John J. Pengenalan komputer: seri komputer Jakarta: Mutiara
Sumber Widya, 1980
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32 KOMPUTASI 004 Mt d Mt, Suryadi Dasar-dasar Ilmu Komputer Dep. Math FMIPA UI,
2011
Pengantar perangkat keras komputer ; pengantar perangkat lunak
komputer ; algoritma pemrograman
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33 KOMPUTASI 004 Mt d Mt, Suryadi Modul Praktikum Dasar Ilmu Komputer Dep. Math FMIPA UI M/06786 1
34 KOMPUTASI 004 Pfa c Pfaffenberger, Bryan Computer in Your Future, 4th ed New Jersey: Prentic-
Hall, 2002
introudcing computers: the internet; exploring computer hardware; world of
computer software; concepts of application software; multimedia and virtual
reality; data communications; the internet and the web; creating information
systems; social and ethical issue of computing; computers and you
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35 KOMPUTASI 004 Pie b Pierce, Benjamin C. Basic category theory for computer scientists Massachusetts The
MIT Press 1991
Mathematics; Categories; Computer-scientiest; Natural-transformation;
Adjoints; Basic Constructions; Functors, Natural Transformations, Adjoints;
Applications; Futher Reading; Priece
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36 KOMPUTASI 004 Pos c Postley, John A. Computers and people New York: McGraw-Hill
Company, 1963
M/02296 1
37 KOMPUTASI 004 Sip i Sipser, Michael Introduction to the Theory of Computation 3rd ed Cengage Learning,
2013
M/08069 1
38 KOMPUTASI 004 Zwa i Zwass, Vladimir Introduction to computer science New York: Barnes &
Noble Books, 1981
M/02310 1
39 KOMPUTASI 004.01 Kor c Koren, Israel Computer aritmetic algorithms New Jersey: rentice
Hall 1993
conventional numbers systems; unconventional fixed radix number
systems; sequential algorithms for multiplication and division; binary floating
point numbers; fast addition; high speed multiplication; fast division; division
through multiplication; evaluation of elementary functions; logarithmic
number systems; residue number systems
Q/00264 1
40 KOMPUTASI 004.015 Kos p Kosasih, Buyung
Prabuono
Pemograman Metode Elemen hingga Berbasis
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arithmetic on [probability distributions and intervals; nested intervals and
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relational products; computing uncertainty in interval based sets; software
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Matlab-Engineers; Brian; Breiner; Matlab; Desktop Calculations-Graphics;
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job shops, and open shops; general purpose procedures for scheduling in
practice; more advanced general purpose procedures; design,
development, and implementation of scheduling systems; advanced
concepts in scheduling systems design; examples of system designs and
implementations; mathematical programming; deterministic and stochastic
dynamic programming; complexity theory
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123 KOMPUTASI 005.1 Pre s Pressman, Roger S. Software engineering a practitioner's approach, 5th
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configuration management; system engineering; analysis concepts and
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124 KOMPUTASI 005.1 Pre s Pressman, Roger S. Software engineering: apprachtioner's approach,
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127 KOMPUTASI 005.1 Row e Rowe, Glenn The essence of Java programming London Prentice Hall
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128 KOMPUTASI 005,1 Roy c Roy. Peter Van Concepts, Techniques, and Models of Computer
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SPECIALIZED COMPUTATION MODELS; Graphical User Interface
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129 KOMPUTASI 005.1 Rus a Rustem, Berc Algorithms for nonlinear programming and multiple
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130 KOMPUTASI 005.1 Sav j Savith, Walter Java an introduction to computer science and
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131 KOMPUTASI 005.1 Sed a Sedgewick, Robert Algorithms, 2nd ed. New York: Addison
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133 KOMPUTASI 005.1 Som s Sommerville, Ian Software engineering, 5th ed Harlow Addison-
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135 KOMPUTASI 005.1 Spr p Sprankle, Maureen Problem solving and programming concepts, 5th
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introduction to problem solving and programming; general problem-solving
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136 KOMPUTASI 005.1 Ste s Stearns, Samuel D. Signal Processing Algorithms Englewood Cliffs, NJ:
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137 KOMPUTASI 005.1 Sto i Stone, John A. Inside ADW and IEF the promise and reality of
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138 KOMPUTASI 005.1 Sut a Sutedjo, Budi Algoritma & Teknik Pemrograman
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139 KOMPUTASI 005.1 Tar s Tarek Abdel-Hanid Software project ninamics an integrated appoarch Englewood Cliffs:
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140 KOMPUTASI 005.1 Tho h Simon Thompson Haskell: The Craft of Functional Programming Addison Wesley, 1996 basic functional programming; introducing functional programming; basic
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141 KOMPUTASI 005.1 Zel p Zelkowitz, Marvin V. Principles of software engineering and design New Jersey Prentice-
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142 KOMPUTASI 005.11 Bro a Brown, Gary D. Advanced ans cobol with structured programming New York: John Wiley
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143 KOMPUTASI 005.11 Cur editor, Raymond T. Yeh CURRENT trends in programming methodology
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144 KOMPUTASI 005.1'1 Gol f Goldsack, S.J. Formal Methods and Object Technology London Springer-
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145 KOMPUTASI 005.11 Knu a Knuth, Donald E. The Art of computer programming volume 3:
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146 KOMPUTASI 005.11 Knu a Knuth, Donald E. The Art of computer programming: fundamental
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148 KOMPUTASI 005.11 Mcc r McClure, Carma L. Reducing cobol complexity through structured
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149 KOMPUTASI 005.11 Sus s Sussman, Julie Structure and interpretation of computer programs Cambridge: The MIT
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150 KOMPUTASI 005.113 Bis j Bishop, Judith Java gently Judith Bishop Harlow Addison
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151 KOMPUTASI 005.113 Col i Collopy, David M. Introduction to cobol a guide to modular structured
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Taking; Modular programming; Decision; Using menus; Using data files;
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152 KOMPUTASI 005.113 Gil v Gilbert, Stephen D. Visual C++ 6 Programming Blue Book fast-paced
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153 KOMPUTASI 005.113 Pra m Pramono, Djoko Mudah menguasai C++ Builder,Jilid 1 Jakarta: Elex media
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154 KOMPUTASI 005.12 Lew j Lewis, John Java software solutions foundations of program
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155 KOMPUTASI 005.12 Suy a Suyanto Algoritma Genetika Dalam Matlab Yogyakarta: ANDI,
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156 KOMPUTASI 005.13 Aho p Aho, Alfred V. Principles of compiler design Reading: Mass
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157 KOMPUTASI 005.13 Arn j Arnold, Ken The Java programming language, 2nd ed. Reading: Addison-
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158 KOMPUTASI 005.13 Bac s Backhouse, Roland C. Symatex of programming languages theory and
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159 KOMPUTASI 005.13 Cha u Chan, Terrence Unix systems programing using C++ Upper Saddle River,
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160 KOMPUTASI 005.13 dei c Deitel, H.M. C : How to program, 2nd ed. New Jersey Prentice
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Programming; Strings-Characters; Graphics; Basic Graphical User Interface
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161 KOMPUTASI 005.13 Dei c Deitel, H.M. C How To Program, 3rd ed. New York Prentice Hall
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introduction to computers, the internet and the world wide web; introduction
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162 KOMPUTASI 005.13 Dei j Deitel, Harvey M. Java how to program With an introduction to visual
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163 KOMPUTASI 005.13 Dei j Deitel, Harvey M. Java: how to program, 2nd ed Upper Sadle River, NJ
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164 KOMPUTASI 005.13 Ell f Ellis, T.M.R. Fortran 90 Programming England,NJ Prentice-
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165 KOMPUTASI 005.13 Fri p Friedman, Frank L. Problem solving, abstraction, design using c++ Reading, MA: Addison-
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166 KOMPUTASI 005.13 Gan s Gander, Walter Solving problems in scientific computing using
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168 KOMPUTASI 005,13 Got p Gottfried, Byron S. Programming with fortran iv :19 comprehensive
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170 KOMPUTASI 005.13 Han p Hanly, Jeri R. Problem Solving and Program Design in C, 3rd ed. Boston: Addison
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171 KOMPUTASI 005.13 Hig c Higman, Bryan A Comparative study of programming languages London: MacDonald,
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173 KOMPUTASI 005.13 INT (editors) David R.
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174 KOMPUTASI 005.13 Jor s Jordan, Eleanor W. Systems development requirements, evaluation,
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175 KOMPUTASI 005.13 Lia j Liang, Y. Daniel Introduction to Java Programming with Microsoft
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176 KOMPUTASI 005.13 Lia j Liang, Y. Daniel Introduction to Java Programming, 4th ed. Upper Saddle River,NJ
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177 KOMPUTASI 005,13 Lip t Lipschutz, Seymour Theory and problems programming with fortran:
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178 KOMPUTASI 005.13 Lip t Lipschutz, Seymour Teori dan soal-soal program fortran Jakarta: Erlangga,
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180 KOMPUTASI 005.13 Pet i Peterson, W. Wesley Introduction to programming languages Englewood Cliffs:
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182 KOMPUTASI 005.13 Pra p Pratt, Terrence W Programming Languages: design and
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183 KOMPUTASI 005.13 Pyl a Pyle, I.C. The ADA programming language a guide for
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184 KOMPUTASI 005.13 Pys c Pyster, Arthur B. Compiler design and construction New York: Van
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185 KOMPUTASI 005.13 Rey c Reynolds, John C. The Craft of programming Englewood Cliffs:
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186 KOMPUTASI 005.13 Roc a Rochkind, Marc J. Advanced unix programming Englewood Cliffs:
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187 KOMPUTASI 005.13 Roj p Rojiani, Kamal B. Programming in C with numerical methods for
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introduction to computers and programming; basic elements of c programs;
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188 KOMPUTASI 005.13 Sal j Salomaa, Arta Jewels of formal language theory America: Computer
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189 KOMPUTASI 005.13 Sch s Schach, Stephen R. Software engineering with Java New York: McGraw-Hill
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Java; Software Engineering; Schach; Scope-Software Engineering;
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190 KOMPUTASI 005.13 Seb c Sebesta, Robert W. Concepts of programming languages, 4th ed Reading, MA Addison-
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191 KOMPUTASI 005.13 Set p Sethi, Ravi Programming languages concepts and constructs,
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192 KOMPUTASI 005.13 Sla t Slamet, Sumantri Teknik Kompilasi Jakarta: Elex Media,
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193 KOMPUTASI 005.13 Soe b Soesianto, F. Bahasa fortran belajar sendiri Yogyakarta: Andi
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194 KOMPUTASI 005.13 Swa u Swartz, Ray Unix applications programming mastering the shell Indiana Macmillan
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195 KOMPUTASI 005.13 Ten p Tennent, R.D. Principles of programming languages Englewood Cliffs:
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196 KOMPUTASI 005.13 Tuc p Tucker, Allen B. Programming languages: design and
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197 KOMPUTASI 005.13 Wel i Welsh, Jim Introduction to pascal, 3rd ed New York Prentice-
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Computer-Programming; Notations-Fundamental Concepts; Data Types-
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198 KOMPUTASI 005.13 Wil c Clark, Robert Comparative programming languages, 3rd ed. New York: Addison-
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199 KOMPUTASI 005.13 Wil c Wilhelm, Reinhard Compiler design New York Addison
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200 KOMPUTASI 005.13 Win f Winskel, Glynn The Formal semantics of programming language
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204 KOMPUTASI 005.131 Mor p Morgan, Carroll Programming from specifications, 2nd ed New York Prentice-
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224 KOMPUTASI 005.133 Sav v Savith, Walter Visual C++ 6.0 companion to problem solving with
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225 KOMPUTASI 005.133 Sun Sun education services: student quide California: Sun
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239 KOMPUTASI 005.262 Dev p Deviyan, Tavri Pemrograman deklaratif dengan turbo prolog 2.0 Jakarta: Elex Media,
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240 KOMPUTASI 005.262 Luk p Lukito, Ediman Pemrograman dengan bahasa assembly
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245 KOMPUTASI 005.273 Edw r Edwards, Keith Real-time structured methods systems analysis Chichester: John Wiley
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248 KOMPUTASI 005.3 Boe s Boehm, Barry W. Software engineering economics Englewood Cliffs:
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253 KOMPUTASI 005.3 Hir b Hirsch, Seymour C. Basic programming self-taught New Delhi: Prentice
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256 KOMPUTASI 005.3 Lev w Levine, John The complete reference Windows XP home edition New York: McGraw Hill
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Q/03949 1
297 KOMPUTASI 005.43 Pet o Peterson, James L. Operating systems concepts Reading: Addison-
Wesley, 1983
M/03922 1
298 KOMPUTASI 005.43 Rag u Rago, Stephen A. Unix systems V Network Programming Reading, MA Addison-
Wesley 1993
Unix Systems; Network Programming; Rago; Introduction Network; Unix
Programming; Streams; Transport Layer Interface; Networks-Adresses;
Network Listener Facility; Sockets; Remote Procedure Calls; Streams
Subsystems; Streams Drives; Sreams Modiles; Sreams Multiplexors;
Design Project
Q/00061 1
299 KOMPUTASI 005.43 Sil o Silberschatz, Abraham Operating System Concepts, 5th ed. New York John Wiley
& Sons 1999
Computer-system structures; Process management; CPU sheduling;
Process synchronization; Deadlocks; Storage management; Virtual
memory; File-system interface; I/O Systems; Secondary-storage structure;
Tertiary-storage structure; Distributed systems; Network structures;
Distributed system structures; Distributed file systems; Distributed
coordination; Protection; Security
Q/00060 1
300 KOMPUTASI 005.43 Tan m Tanenbaum, Andrew S. Modern operating systems Upper Saddle River,
NJ Prentice-Hall 1992
Modern Operating System; Tanenbaum; Operating Systems Concepts;
Operating Systems Structures; Outline; Interprocess Commnication;
Clasical IPC Problem; Process Scheduling; Memory management Without
Swapping-Paging; Swapping; Virtual Momory; Page Replacement
Algoritms; Modeling Paging Algorithms; Design Issues; Paging Systems;
Sigmentation; Files; Directories; Ile System Implementation; Security;
Protection Mechanisms; Principles-Hardware; Disk; Clocks; Termicals;
Recources; Deadlocks; Input-Output; Case Study-Unix; Fundamental
Concept Unix; Fundamental Concepts MS-DOS; System Calls;
Implementation; Distributed Operating Systems; Processes; Memory
Management; File Systems; Communication Distributed Systems;
Synchronization-Distributed Systems; Processes-Processors in Distebuted
Systems; Distributed File Systems; Case Study
Q/00059 1
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301 KOMPUTASI 005.43 Tan m Tanenbaum,Andrew S. Modern operating systems, 2nd ed. New Jersey Prentice
Hall 2001
Modern Operating System; Tanenbaum; Operating Systems Concepts;
Operating Systems Structures; Outline; Interprocess Commnication;
Clasical IPC Problem; Process Scheduling; Memory management Without
Swapping-Paging; Swapping; Virtual Momory; Page Replacement
Algoritms; Modeling Paging Algorithms; Design Issues; Paging Systems;
Sigmentation; Files; Directories; Ile System Implementation; Security;
Protection Mechanisms; Principles-Hardware; Disk; Clocks; Termicals;
Recources; Deadlocks; Input-Output; Case Study-Unix; Fundamental
Concept Unix; Fundamental Concepts MS-DOS; System Calls;
Implementation; Distributed Operating Systems; Processes; Memory
Management; File Systems; Communication Distributed Systems;
Synchronization-Distributed Systems; Processes-Processors in Distebuted
Systems; Distributed File Systems; Case Study
Q/02446, Q/00058,
Q/04161, Q/00727
4
302 KOMPUTASI 005.432 Sha l Shaw, Alan C. The logical design of operating systems Englewood Cliffs, NJ :
Prentice Hall, 1974
M/02595 1
303 KOMPUTASI 005.432 Wol r Wolverton, Van Running MS-DOS the microsoft guide to getting
the most out of the standard operating system for
the IBM, 2nd ed
[s.n] Microsoft Press,
1984
M/02238 1
304 KOMPUTASI 005.438 Gil s Gilb, Tom Software metrics Cambridge, Mass:
Winsthrop Pub., Inc.,
1977
M/02594 1
305 KOMPUTASI 005.44 Jud m Judijanto, T. Mempelajari dan menggunakan DOS versi 2.00-
4.00
Jakarta: Media
Komputindo, 1982
M/02593 1
306 KOMPUTASI 005.447 6 Wil w Williams, G. Robert Windows NT & Unix administration, coexistence,
integration & migration
Reading, MA Addison-
Wesley 1998
Windows NT, Unix; System administration primer; Unix system
administration; Processes; Micellaneous; Unix integration; Electronic mail
integration; Epiloque;
Q/00054 1
307 KOMPUTASI 005.447.6 Sed a Sedgewick, robert Algorithms in C++ part 1-4 fundamentals, data
structures, sorting, searching
Reading, MA Addison
Wesley 1998
principles of algortihm analysis; elementary data structures; abstract data
types; recursion and trees; elementary sorting methods; quicksort; merging
and mergesort; priority queues and heapsort; radix sorting; special purpose
sorts; symbol tables and bst; balanced trees; hashing; radix search;
external searching
Q/00055 1
308 KOMPUTASI 005.452 Bro w Brown, P.J. Writing interactive compilers and interpreters Chichester: John Wiley
& Sons, 1979
M/02592 1
309 KOMPUTASI 005.453 App m Appel, Andrew W. Modern compiler implementation in c Cambridge Cambridge
University Press 1998
Modern Compiler; Implementation-C; Appel; Lexical Analysis; Parsing;
Abstract Syntax; Semantic Analysis; Activation Records; Translation-
Intermediate Code; Basic Blocks-Traces; Introduction Selection; Liveness
Analysis; Register-Allocation; Gerbage Collection; Object-Otiented
Languages; Functional Programming languages; Polymorphic Types;
Dataflow Anlysis; Loop Optimizations; Static-Sigle-Assigment Form;
Pipelining-Scheduling; memory Hierarchy
Q/00601, Q/00050,
Q/04769
3
310 KOMPUTASI 005.453 Mod Dick Grune...[et al] Modern Compiler Design New York: John Wiley
& Sons 2000
from program text to abstract syntax tree; annotating the abstract syntax
tree; processing the intermediate code; memory management; imperative
and object oriented programs; functional programs; logic programs; parallel
and distributed programs;
Q/01187, Q/00935 2
311 KOMPUTASI 005.658.514 Uls ULSI Technology New York McGraw Hill
1996
clean room technology; wafer cleaning technology; epitaxy; conventional
and rapid thermal processes; dielectric and polysilicon film deposition;
lithography; etching; metallization; process integration; assembly and
packaging; wafer fab manufacturing technology; relaibility
Q/00823 1
312 KOMPUTASI 005.663 Suy c Suyanto, E. A Cara mudah belajar asemblay Jakarta: Elex Media
Komputindo, 1992
M/00247 1
Page 139 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
313 KOMPUTASI 005.7 Lan i Langerfors, Borje Information and data in systems New York: Charter
Publisher Inc, 1976
M/02589 1
314 KOMPUTASI 005.713 Mun p Munadi, Suprajitno Perhitungan matriks dengan fortran Yogyakarta: Andi
Offset, 1990
M/02591 1
315 KOMPUTASI 005.72 Cro Crosstatik XII : data communications software
system
Microstuf,1983 M/02590 1
316 KOMPUTASI 005.72 Ple i Pless, Vera Introduction to the theory of error correcting codes,
2nd ed
New York: John
Wiley&sons, 1990
M/05287 1
317 KOMPUTASI 005.72 Rom i Roman, Steven Introduction to coding and information theory New York: Springer
Verlag 1997
introduction to codes; efficient encoding; noiseless coding; main coding
theory problems; linear codes; some special codes; introduction to cyclic
codes
Q/00052, Q/00051,
M/05722
3
318 KOMPUTASI 005.73 Aho d Aho, Allfred Y. Data structures and algorithms Reading: Mass.
Addiosn Wesley, 1983
M/02615 Masuk
Gudang
1
319 KOMPUTASI 005.73 Rub m Rubinstein, Moshe F. Matrix computer analysis of structures Englewood Cliffs, NJ:
Prentice-Hall, 1966
M/02569 Tidak Ada 1
320 KOMPUTASI 005.73 Slo c Slotnick, Daniel L. Computer their sturcture, use and influence Englewood Cliffs, NJ:
Prentice-Hall, 1979
M/02489 Tidak Ada 1
321 KOMPUTASI 005.74 Col s Coleman, Derek A Structured programming approach to data London: The
MacMillan Press,Ltd,
1978
M/02606 Masuk
Gudang
1
322 KOMPUTASI 005.74 Dat i Date, C.J. An Introductions to database systems Reading, Mass:
Addison-Wesley
Publishing Company,
1975
M/02610 Masuk
Gudang
1
323 KOMPUTASI 005.74 Dat i Date, C.J. An Introduction to database systems, 3rd ed. New York Addiosn-
Wesley 1983
M/02608 Masuk
Gudang
1
324 KOMPUTASI 005.74 Loo d Loomis, Mary E.S. Data Management And File Processing Upper Saddle River:
Prentice Hall, 1983
M/00674 Masuk
Gudang
1
325 KOMPUTASI 005.74 Ull p Ullman, Jeffrey D. Principles of database systems, 2nd ed. Maryland: Computer
Science Press, 1980
M/02288 Masuk
Gudang
1
326 KOMPUTASI 005.746 Han i Hankerson, Darrel Introduction to information theory and data
compression
Boca Raton CRC
Press 1998
Elementary probability; Information, entropy; Channels; Coding theory; Data
compression; Lossless data compression; Arithmetic coding; Higher-order
modeling; Adaptive methods; Dictionary methods; Transform methods;
Image compression
Q/00098 1
327 KOMPUTASI 005.756 Dub m Paul DuBois MySQL New Riders, 2000 Q/01603 1
328 KOMPUTASI 005.756 Sol p Solichin, Achmad Pemrograman Web dengan PHP dan MYSQL Univ. Budi Luhur Struktur dasar PHP; penanganan form; array dan fungsi; penanganan string
dan tanggal; file dan direktori; session dan cookies; pemrograman
berorientasi objek dalam PHP; pengenalan DBMS dan MYSQL; pengenalan
struktur Query Language; aplikasi berita dengan PHP dan MYSQL
M/07607, M/07608 2
329 KOMPUTASI 005.86 Fro p Frost, David Pedoman lengkap virus komputer Jakarta: Elex Media
Komputindo, 1991
M/02586 1
330 KOMPUTASI 005.86 Set m Setiawan, Sandi Mengenal, mencegah, menanggulangi virus
komputer
Yogyakarta: Andi
Offset, 1992
M/04181 1
331 KOMPUTASI 006 Com Computer concepts Chicago; Illinonis
Science Research,
1970
M/02471 Masuk
Gudang
1
Page 140 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
332 KOMPUTASI 006.33 Ell edited, Martin H. Schultz Elliptic problem solvers New York: Academic
Press, 1981
M/02485 Masuk
Gudang
1
333 KOMPUTASI 006.333 Pea h Pearl, Judea Heuristics: Intellingent search strategies for
computer problem solving
Reading, Mass:
Addison Wesley
Publishing Company,
1984
M/02486, M/02487 (1
koleksi disisihkan)
2
334 KOMPUTASI 006.336 Plu i Plumb, S.C. Introduction to fortran a program for self-instruction New York: McGraw-Hill
Book Company, 1964
M/02498 Masuk
Gudang
1
335 KOMPUTASI 006.337 Cas i Casbman, Thomas J. Introduction to computer programming
systems/360 cobal
Aseim Publishing
Company 1970
M/02499 massuk
Gudang
1
336 KOMPUTASI 006.337 Lon d Longkutoy, John J. Dasar-dasar programming Jakarta: Mutiara, 1978 M/02502, M/02501 2
337 KOMPUTASI 006.35 Jur s Jurafsky, Daniel Speech and language processing an introduction
to natural language processing,computational
linguistics, and speech recognition
New Jersey Prentice
Hall 2000
regular expression and automata; marphology and finite state transducers;
computational phonology and text to speech; probability models of
pronunciation and spelling; n-grams; hmms and speech recongnition; word
classes and part of speech tagging; context free grammars for english;
parsing with context free grammars; features and unification; lexicalized and
probabilistic parsing; language and complexity; representing meaning;
semantic analysis; lexical semantics; word sense disambiguation and
information retrival; discourse; dialogue and conversational agents; natural
language generation; machine translation
Q/00106 1
338 KOMPUTASI 006.36 Jog t Jogiyanto, H.M. Teori dan aplikasi program komputer bahasa turbo
pascal, jilid 2
Yogyakarta: Andi
Offset, 1991
M/02500 Tidak Ada 1
339 KOMPUTASI 006.363 Gro p Grogono, Peter Programming in Pascal Philiphines: Addison-
Willey, 1980
M/04236 Masuk
Gudang
1
340 KOMPUTASI 006.363 Gro p Grogono, Peter Programming in pascal Philiphines: Mass
Addison-Wesley, 1978
M/02574 1
341 KOMPUTASI 006.363 Kon p Konvalina, John Programming With Pascal M/05118 1
342 KOMPUTASI 006.363 Lec p Lecarme, Oliver Pascal for programmers New York: McGraw-Hill
Book Company, 1986
M/02505, M/02514 2
343 KOMPUTASI 006.363 Mil p Miller, Alan R. Pascal program for sciencests and engineering [s.n] SYBEX, Inc 1981 M/02497 Masuk
Gudang
1
344 KOMPUTASI 006.363 New t Newcorner, Lawrence R. Theory and problems of programming with
structured cobol
New York: McGraw-Hill
Book Company, 1984
M/02290, M/02504 2
345 KOMPUTASI 006.363 Suj p Sujanto, Rudi Pengantar program graphics dengan turbo pascal
versi 5.0
Jakarta: Elex Media
Komputindo, 1988
M/02515 1
346 KOMPUTASI 006.62 Gra c Grauer, Robert T. The Cobol environment Englewood Cliffs, NJ:
Prentice-Hall, 1979
M/02512 Masuk
Gudang
1
347 KOMPUTASI 006.66 Dav f Davis Fortran 77 a structured, disciplined style Tokyo: McGraw-Hill
Book Company, 1978
M/02203 Masuk
Gudang
1
348 KOMPUTASI 006.66 Got t Gottfried, Byron S. Theory and problems of programming with pascal New York: McGraw-Hill
Book Company, 1985
M/02503 1
349 KOMPUTASI 006.66 Her d Hertono, Gatot F. Diktat Fortran 77 Jakarta: Lab-Kom
FMIPA UI, 1996
M/00733 1
350 KOMPUTASI 006.66 Wib p Wibowo, Wahyu C. Pemrograman berorientasi objek Jakarta: Elex Media
Komputindo, 1991
M/02495 1
Page 141 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
351 KOMPUTASI 510 Dee e Deem, Bill Electronic math Bill Deem New Jersey: Prentice
Hall, 1997
decimal number systems; powers of ten; units and prefixes; computer
number systems; algebraic terms: roots and powers; graction, decimals and
percents; gractions and literal numbers; linear equations; factoring algebraic
expressions; fractional equations; dc circuit analysis: kirchhoffs laws;
graphing; simultaneous linear equations; complex numbers; right triangle;
trigonometric identities; ac functionals; series circuits; parallel circuits;
filters; logarithms; logarithmic equations; applications of logarithms; boolean
algebra; karnaugh maps; introduction to statistics
Q/01760 1
352 KOMPUTASI 510.285 Mae p Maeder, Roman E. Programming in mathematica, 2nd California: Addison-
Wesley, 1991
Programming; Mathematics; Maeder; Interactive Cammands; Encapsulation
Mechanisms; Defaults-Options; Functional-Procedural Programming;
Building Rule Sets; Numerical Computations; Overriding Built-Rules; Input-
Output; More Graphics Programming; Exercises;
Q/01834 1
353 KOMPUTASI 510.285 Mat Edited: Hans-Christian
Hege Konrad Polthier
Mathematical visualization algorithms, applications
and numerics
Berlin: Springer, 1998 Mathematical Visualization; Algorithms; Application-Numerics; Meshes,
Multilevel Approximation, Visualization; Graphics Algorithms-
ImplementationsGeometric Visualization Techniques; Vector Fiels-Flow
Visualization; Hege; Polthier
Q/01804, Q/01807,
Q/01805, Q/01806
4
354 KOMPUTASI 510,285 Wel p Wellin, Paul Programming with Mathematica an Introduction Chambridge, 2013 M/07922, M/07923,
M/07924
3
355 KOMPUTASI 510.285.536.9 Cor
e
Corless, Robert M. Essential Maple 7 an introduction for scientific
programmers
New York: Springer,
2002
basic; useful one word commands; programming in maple; primer on
complex variables
Q/01803 1
356 KOMPUTASI 511.3 Adv a1 Lee L. Keener (edited) Advances in the theory of computation and
computational mathematics
New Jersey: Ablex
Publishing Cor., 1996
Generalized Rational Approximation Subject-Linear Constraints;
Communicating Asynchronous Control Structures Using Petri Nets; Matrix
Exponential Approximations-Numerical Solution-Differential Equations;
Ferfect Graphs; Unbounded Fan-In Circuits; Fixpoint Semantics; Tree
Automata-Tree Pattern Maching
Q/01894, Q/01893 2
357 KOMPUTASI 511.3 Ari m Ben-Ari, Mordechai Mathematical logic for computer science, 2nd New York: Prentice-
Hall, 2001
Propositional Calculus: formulas, models, tableaux; Propositional Calculus:
deductive systems; Propositional Calculus: resolution and bdds; Predicate
Calculus: formulas, models, tableaux, deductive systems, resolution; logic
Programming; programs: semantic and verification, formal specificatins with
z; Temporal Logic: formulas, models, tableaux, deduction and applications;
Set Theory
Q/01345, Q/01904,
M/08129
3
358 KOMPUTASI 511.3 Aro c Arora, Sanjeev Computational Complexity: a modern approach New York; Cambridge, 2007basic complexity classes; computational model; diagonalization; space
complexity; polynomial hierarchy; bolean circuits; randomized computation;
interactive proofs; cryptography; quantum computation; decision trees;
communication complexity; circuit lower bounds; proof compexity; algebraic
computation models; complexity of counting; average case complexity; error
correcting codes; deradomization; pseudorandom constructions; fourier
transform technique; Barak, Boaz; Arora, Sanjeev
M/06470 1
359 KOMPUTASI 511.3 Ari m Ben-Ari, Mordechai Mathematical logic for computer science 3rd ed New York: Prentice-
Hall, 1993
Propositional Calculus: formulas, models, tableaux; Propositional Calculus:
deductive systems; Propositional Calculus: resolution and bdds; Predicate
Calculus: formulas, models, tableaux, deductive systems, resolution; logic
Programming; programs: semantic and verification, formal specificatins with
z; Temporal Logic: formulas, models, tableaux, deduction and applications;
Set Theory
Q/04738, Q/04739,
Q/00272, Q/00273,
M/08128
5
360 KOMPUTASI 511.3 Bun p Buning, Hans Kleine Propositional logic deduction and algorithms New York: Cambridge
University Press, 1999
introduction to Propositional Logic; data structure and normal forms;
Satisfiability; Resolution; Horn Logic; Calculi; Quantifled Formulas
Q/01891 1
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
361 KOMPUTASI 511.3 Bur l Burris, Stanley N. Logic for mathematics and computer science Upper Saddle River,
NJ: Prentice-Hall, 1998
Quantifier-free logics; Proposition logic; Ewuational logic; Predicate clause
logic; Logic with quantifiers; First-order logic: introduction and fundamental
results a=on semantics; proof system for first order logic, and godels
completeness theorems
Q/01892, Q/01899 2
362 KOMPUTASI 511.3 Flo c Flores, Ivan Computer logic the fundamental design og digital
computers
Englewood Cliffs, NJ:
Prentice-Hal,l 1960
M/03145 1
363 KOMPUTASI 511.3 Jef f Jeffrey, Richard Formal logic its scope and limits New York: McGraw-
Hill, 1989
M/03117 1
364 KOMPUTASI 511.3 Man l Mano, M. Morris Logic and computer design fundamentals New York: Prentice-
Hall, 1977
Digital Computer and Information; Combinational Logic Circuits;
Combinational Logic Design; Sequential Circuits; Register and Counters;
Memory and Programmable Logic Davices; Register Tranfers and
Datapaths; Sequencing and Control; Introduction Set Architecture; Central
Processing Unit Designs; Input-Output and Communication; Memory
Systems
Q/01870, Q/01871 2
365 KOMPUTASI 511.3 Man l Manna, Zohar The logical Basis for computer programming vol.1
: deductive reasoning
New York: Addison
Wesley, 1985
mathematical logic; propositional logic; predicate logic; basic, advanced;
special theories; theories with equality; nonegative integers; strings; trees;
lists; sets; bags; tuples
Q/00746 1
366 KOMPUTASI 511.3 Mar i Martin, John C. Introduction to language and the theory of
computation, 2nd
New York: The
McGraw-Hill, 1997
Mathematical Notation and Techniques; basic mathematical objects;
mathematical induction and recursive definitions; Regular Languages and
Finite Automata; nondeterminism and kleene theorem; regular and
nonregular languages; Context-Free Languages and Pushdown Automata;
context free grammars; pushdown automata; context free and noncontext
free languages; Turing Machines and Their Languages; ruring machines;
recursively enumerable and recursive languages; orther grammars;
Unsolvable Problems; Computable Functions; measuring and classifying
complexity; tractable and intractable problems
Q/01868, Q/01457,
Q/01867, Q/01869,
Q/00614
5
367 KOMPUTASI 511.3 Pap c Papadimitriou, Christos
H.
Computational complexity Reading, MA: Addison-
Wesley, 1994
Problem and Algorithms; Turing Machines; Computability; Logic; First-Order
Logic; Undecidability in Logic; P-NP; Relations Between Complexity
Classes; Reductions and Completeness; NP-Complete Problems; coNP;
Randomized Computation; Cryptography; Approximability; On P-NP; Inside
P; Parallel Computation; Logarithmic Space; Betond NP; Polynomial
Hierarchy; Computational-Counts; Polynomial Space; Glimpse Beyond
Q/01865 1
368 KOMPUTASI 511.3 Rac p Rachmat,Setiadi Pengantar logika matematika Bandung: informatika,
2004
M/05530 1
369 KOMPUTASI 511.3 Rap p Rapar, Jan Hendrik Pengantar logika: asas-asas penalaran sistematis Yogyakarta: Kanisius,
1996
M/06169 1
370 KOMPUTASI 511.324 Bro b Brown, Frank Markham Boolean Reasoning the logic of Boolean
equations,2nd ed.
New York: Dover
Publis., 2003
M/05386, M/05410 2
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
371 KOMPUTASI 511.4 App v.2 edited: C.K. Chui, L.L
Schumaker
Wavelets and multilevel approximation
(Approximation theory VIII-Vol2)
Singapore: World
Scientific, 1995
wavelets like unconditional basis; mutivariate interpolating wavelets;
nonliear and interactive surface modeling; mutiscale analysis approcimation
and interpolation spaces; using fredholm determinatns to estimate; better
dual functions for bagor time frequency lattices; analysis of hermite type
subdivision schemes; characterization of biorthogonal spline wavelets;
parallel wavelet galerkin methods using adapted wavelet packet bases;
spline interpolation and its wavelet analysis; wavelet analysis of speech
signals; interpolatory refinements; matrix compression; signalanalysis;
characterization ; nonstationary spherical wavelets; equivalence relation;
interpolatory wavelets; time frequency; spline wavelets packets; gramian
analysis; quaternions on wavelets problems; interpolating spline wavelets
packets; malvar wavelets on hexagons
Q/00843 1
372 KOMPUTASI 511.4 Ll'n i Ll'in, V P Interative Incomplete Factorization Methods,
series on soviet east european Mathematics, vol. 4
Sinagpore: World
Scientific, 1992
M/04716 1
373 KOMPUTASI 511.4 Pow a Powell, M.J.D. Approximation theory and methods Cambridge:
Cambridge University
Press, 1981
[M/03166, M/03165] (
1 koleksi disishkan ke
gudang)
2
374 KOMPUTASI 511.6 Ass d Assmus, E.F. Design and their codes New York: The
Cambridge University
Press, 1992
Designs; Codes; Geometry of Vector Spaces; Symmetric Designs;
Standard Geometry Codes; Codes from Planes; Hadamard Designs;
Steiner Systems; Assmus; Key
Q/01936 1
375 KOMPUTASI 511.8 Goo i Goodman, S.E. Introduction to the design and analysis of
algorithms
Tokyo: McGraw-Hill
Book Company, 1985
M/03140 1
376 KOMPUTASI 512.924 Kyu I Kyurkchiev, Nikolay Initial approximations and root finding methods Berlin: Wiley-VCH,
1998
Computation of polynomial zeros; generalized root iteration; recursively
generated iterative methods; two-sided and multi point methods;
factorization of a polynomial; on some methods for the determinantion of all
zeros; on the zero of polynomials; contraction of the sor weierstrass
method; on the critical points of aberth's method
Q/02407 1
377 KOMPUTASI 512.948.4 Bhi m Bhieud, L.L Matrix operations on the computer New Delhi: Oxford,
1975
M/03277 1
378 KOMPUTASI 515.35 Koc d Kocak, Huseyin Differential and Difference Equations Through
Computer Experiments,2nd ed.
New York: Springer,
1988
M/05423 1
379 KOMPUTASI 515.35 Lew f Lewis, P.E. The Finite element method principles and
applications
Reading, MA: Addison-
Wesley, 1991
Finite Element Method; Principles-Applications; Lewis; Ward; Galerkin
Weighted Method; Shape Functions; Finite Elemet Solution; Finite Element-
Linear Elasticity; Finite Elemet Approximation; Double Integral; Finite
Element Solution; Variational Formulation; Boundary Value Problem; Post-
Processing
Q/01541 1
380 KOMPUTASI 515.352 COM Computational techniques for ordinary differential
equations/ Edited by Gladwell, I
London: Academic
Press, 1980
M/03772 1
381 KOMPUTASI 515.4 Ale i Alefeld, Gotz Introduction to interval computations New York: Academic
Press, 1983
Interval; Computations; Alefeld; Herzberger; Real Interval Arithmetic; Real
Functions; Rage; Interval Evaluation; Machine Inrval Arithmetic; ; Matric;
Real Variable; Real Zeros; Polynomials; Interval Matric Operations;
Nonlinear Systems-Equations; Interation; Symetric; Optimality; Gaussian
Algorithm; Interval-Coefficients; Hansen-Method; Inverse Matrix; Trigular
Decompositions; Nonlinear Systems-Equations; Newton-Like Methods;
[Q/01140, Q/04064] 2
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
382 KOMPUTASI 516.028.5 Com Mark de Berg..[et.al] Computational geometry algorithms and
applications
New York: Springer,
2000
computational geometry; line segment intersection; polygon triangulation;
liner programming; orthogonal range searching; point location; voronoi
diagrams; arrangements and duality; delaunay triangulations; more
geometric data structures; convex hulls; binary space partitions; robot
motion planning; quadtress; visibility graphs; simplex range searching
Q/01235, Q/01236,
Q/03865
3
383 KOMPUTASI 519.4 Sig m Sigmon, Kermit Matlab Primer, 6th ed. New York: Chapman &
Hall, 2002
accessing matlab; the matlab desktop; matrices and matrix operations;
submatrices and colon notation; matlab functions; control flow statements; f-
files; advanced m-file features; callng c for matlab; two- dimensional
graphics; advanced graphicsl space matrix computations; symbolic math
toolbox;
Q/01105, Q/01156 2
384 KOMPUTASI 519.72 Sal i Salkin, Harvey M. Integer programming Reading, Mass:
Addison-Wesley, 1975
M/02893 1
385 KOMPUTASI 519.72 Tie l Tie Yan Liu Learning to rank for information retrieval Springer, 2011 Ranking information retrieval; regression based algorithm; ordinal
regression; relevance feedback; pairwisw approach; rank nett; ranking
SVM; GB rank; robust sparse ranker; the listwise approach' boltzrank;
listMLE; listnet; analysis of the approaches; advanced topics in learning
rank ; query-depent ranking; semi supervised ranking; transfer ranking;
benchmark datasets for learning to rank; the letor datasets; document
corpora; statistical consistency for ranking; machine learning
M/06720, M/06723 2
386 KOMPUTASI 519.72 Han l Hang Li Learning to rank for information retrieval and
natural language processing
Synthesis Lectures on
Human Language
Technologies, 2011
Learning to rank; ranking cration; ranking aggretion; larning for ranking
creation; learning for ranking aggretation; learning algorhtm; OC SVM; IR
SVM; LambadaRank; adarank; softrank; borda count; theory of learning to
rank
M/06721, M/06724 2
387 KOMPUTASI 519.74 Sul i Sulistyabudi Inventory control dengan sistem komputer Yogyakarta: Andi
Offset, 1985
M/02879 1
388 KOMPUTASI 532.050 Roa c Roache, Patrick J. Computational fluid dynamics New Mexico: Hermosa
Publishers, 1972
M/02981 1
389 KOMPUTASI 621.374.4 Flo p Floyd, Thomas L. Principles of Electric Circuits Conventional Current
Version, 7th ed.
Upper Saddle
River,NJ: Prentice
Hall, 2003
components, quantities, and units; voltage current, and resistance; ohm
law; energy and power; series circuits; parallel circuits; series parallel
circuits; circuits theorems and conversions; branch, mesh and node
analysis; magnetism and electromagnetism; introduction to alternating
current and voltage; phasors and complex numbers; capacitors; inductors;
transformers; rc circuits; rl circuits; circuits and resonance; basic filters;
circuits theorems in ac analysis; pulse response of reactive circuits;
polyphase systems in power applications
Q/00696 1
390 KOMPUTASI 621.381 Str s Streetman, Bon G. Solid state electronic devices New Jersey: Prentice-
Hall Inc., 1980
M/02929 1
391 KOMPUTASI 621.39 Eva s Evans, Michael W. The Software factory a fourth generation software
engineering environment
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& Sons, 1989
M/02928 1
392 KOMPUTASI 621.39 Ham b Hamilton, Douglas J Basic integrated circuit engineering New York: McGraw-Hill
Book Company, 1975
M/02927 1
393 KOMPUTASI 623.3 Hun u Hunter, Bruce H Unix systems: advanced administration and
management handbook
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1991
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394 KOMPUTASI 627.028 5 Bod a Bodnar, George H. Accounting information systems, 7th Upper Saddle River,
NJ: Prentice-Hall, 1998
Accounting Informations Systems; Bodnar; Hopwood; Systems Techniques-
Documentation; Internet; Intranets; Electronic Commeree; Transaction
Processing; Internal Control Process; Computer-Information Systems
Security; Revenue-Expenditure-Cycle Applications; Production-Financial
Cycle; Systems Development; Management Decision Making-Reports; File
Processing; Data Management Concepts; Distributed Information Systems;
Electronic Data Interchenge; Electronic Data Processing Systems; Quick-
Response Sale; manufacturing Systems; Auditing Information Technology;
Systems Planning; Systems Analysis; Systems Design; Systems
Inplementation; System Operation; Systems; Control
Q/01369 1
395 KOMPUTASI 628.144 Kli p Kline, Rex B Principles and practice of structural equations
modeling 3rd ed.
The Guilford Press,
2011
M/06663 1
396 KOMPUTASI 629.8 Kur i Kurmit, A.A. Information-lossless automata of finite order New York: John Wiley
& Sons, 1974
M/02986 1
397 KOMPUTASI 629.8 Lew b Lewis, Paul H. Basic control systems engineering New Jersey: Prentice
Hall, 1997
control systems engineering; modeling phusical systems: differential
equation models; transfer-function models; state models; simulation;
stability; performance criteria and some effects of freedback; root-locus
techniques; frequency respoonse techniques; cascade controller design;
controller design variations; nonlinear models and simulation; nonlinear
systems: analitical techniques; application of discrete event control
techniques; desin examples
Q/00175 1
398 KOMPUTASI 629.89 Ast c Astrom, Karl J Computer-controlled systems theory and design,
3rd ed
Upper Saddle River,
NJ: Prentice-Hall, 1997
Computer Controlled; Control System; Theory-Design; Astrom; Wittenmark;
computer control; discrete time systems; analysis of discrete time systems;
pole placement design: a state spae approach; pole placement design: a
polynomial approach; design : an overview; process oriented models;
approximating countinuous time controllers; implementation of digital
controllers; disturbance models; optimal design methods: a state space
approach; optimal design methods; a polynomial approach; indentification
Q/01370 1
399 KOMPUTASI 629.895 Saa c Saadat, Hadi Computational aids in control systems using
Matlab
New York: McGraw-
Hill, 1993
MATLAB; Computational Aids; Control Systems; Saadat; Mathematical
Models-Systems; State-Space Representation; System Respon; Control
System Characteristic; Rood-Lotus Analysis, Design; Frequency Response
Analysis, Design; Modern Control Design
Q/00090 1
400 KOMPUTASI 650.028 Boa p Boar, Bernard Practical steps for aligning information technology
with business strategies how to achieve a
competitive advantage
New York: John Wiley
& Sons Inc, 1994
M/02989 1
401 KOMPUTASI 658.05 Eli o Eliason, Alan L. Online business computer applications,3rd ed New York: Macmillan
Publishing, 1991
M/02993 1
402 KOMPUTASI 658.403 8 Dav m Davis, Gordon B. Management information systems conceptual
foundations structure and development, 2nd ed
New York: McGraw-Hill
Book Company, 1985
M/02950, M/02951,
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4
403 KOMPUTASI 658.403 8 Kro m Kroenke, David Management information systems New York: McGraw-Hill
Book Company, 1989
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404 KOMPUTASI 658.403 8 Mcl m McLeod, Raymond Management information systems: a study of
computer-based informations systems, 6th
Englewood Cliffs, NJ:
Prentice-Hall, 1995
Management Information Systems; McLeod; the computer as an
organizational information systems; introduction to the computer based
information systems; using information technology for competitive
advantage; sensormatic, the security source worldwide; computer use an
international marketplace; the role of information in product and service
quality; ethical implications of information techology; international
computing at sensormatic; system theory and methodologies; the general
systems model of the firm; the systems approach; system life cycle
methodologies; project management at sensormatic; the computer as a
problem solving tool; fundamentals of computer processing; the database
and database management systems; data communications; data
communicatins at sensormatic; the computer based information systems;
the accounting information systems; the management information systems;
decision support systems; office automation; expert systems; five
categoriesof systems at sensormatic; organizational information systems;
excutive information systems; marketing information systems;
manugacturing information systems; financial information systems; human
resource information systems; organization iformatin systems at
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405 KOMPUTASI 658.403 8 Par s Parker, Marilyn M. Strategic transformation and information
technology paradigms for performing while
transforming
Upper Saddle River,
NJ: Prentice-Hall, 1996
global tremors, local quakes; anywhere, anytime workplaces; information
empowerment; networked enterprises; mass customization; standards,
service, and quality initiatives; business process redesign; organizational
restructuring and transformation; expanding the i/ t charter; reegineerig the
i/t ingrastructure; delivering business value; identifying trends and building
scenarios; creating a transformational planning context; identifying new
value and risk criteria; developing new justification and measurement
philosophies; discovering new paradigms while revisiting revolutions;
coprorate transformation : amalgams and distingtions; market dorces
shapign the competitive enviroment; coping with business and technological
change; value and service in the retailing industry; organizational
restructuring and proces reengineering; business value; managing change
in a performance driven organization using ingormatin economics;
stakeholder values and structural change; evergreen enviromental
consultants; new thechnologies and new services; national defense and the
age of uncertainty
Q/00120 1
406 KOMPUTASI 658.403 801 1 Hus i Hussain, K.M. Information system for business London : Prentice Hall,
1995
growth of informatin technology; processing by computer; software; input,
storage and output equipment; teleprocessing and networks; design of a
database and knowledge base; administration of a database and knowledge
base; data preparation: collection, coding and validation; processing of
data; an overview of systems development: the systems developmen life
sycle methodology and alternatives; planning and feasibility determination;
determining system requirements; systems design; design implementation,
testing, conversion and evaluations; post-implementation: operation
evaluation, auditing, maintenance and redevelopment; sysetms control:
quality, privacy, security; organization the human element in information
systems; functional computer applications; computer in manufacturing;
office automation; financial and banking systems; artificial intelligence,
expert systems and knowledge based systems; looking ahead
Q/00003 1
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
407 KOMPUTASI 658.403 801 1 Mac
m
McLeod, Raymond Management information systems, 8th ed Upper Saddle River,
NJ: Prentice-Hall, 2001
Computer-organizational information systems; System methodologies;
Computer-problem solving cool; Compute-based information systms;
Organizational information systems: Using information technologies,
Sustems concepts, Fundamentals-computer processing, Database
management systems, data comunications, Accounting information
systems, Decision support, Virtual office, marketing information systems,
data modeling, proces modeling, financial information systems, Human
resources information systems
Q/00119 1
408 KOMPUTASI 658.403.015 Moo d Moore, Jeffrey H. Decision modeling with microsoft excel Upper Saddle
River,NJ: Prentice
Hall, 2001
Decison modeling;Microsoft excel Q/00130 1
409 KOMPUTASI 658.403.8 Ray m Raymond, McLeod Management information systems a sudy of
computer-based information system, 4th ed.
New York: MacMillan
Publishing Com., 1990
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1 KOMPUTASIONAL
INTELIJEN
002 Log Huet, Plotkin Logical frameworks Cambridge: The
Cambridge University
Press, 1991
Frameworks; Logical-reasoning; Proof theory; Computation;
Implementations; Representating Formal Systems; Tipe Theory; Proofs-
Computation; Logical Issues
Q/00305 1
2 KOMPUTASIONAL
INTELIJEN
003 Ben n Bendat, Julius S. Nonlinear systems techniques and applications New York John Wiley
& Sons 1998
Nonliear Systems Techniques; Bendat; Linear Systems; Random Data;
Zero-Memory Nonlinear Systems; Direct; Reverse; Identification-Nonlinear
Systems; Parallel Linear-Nonlinear Systems; Nonlinear System Response
Properties; Bilinear-Trilinear Systems; Input-Output Relations; Bilinear-
Trilinear Systems;
Q/00304, Q/04757 2
3 KOMPUTASIONAL
INTELIJEN
003.54 San m Setiawan, Sandi Mengenal network saraf Yogyakarta: Andi
Offset, 1991
M/02318 1
4 KOMPUTASIONAL
INTELIJEN
004.2 Bro n Brown, Martin Neurofuzzy adaptive modelling and control New York Prentice Hall
1994
Newrofuzzy Adaptive Modelling; Control; Brown; Harris; introductory to
learning modelling and control; neural networks for modelling and control;
associative memory networks; adaptive linear modelling; instantaneous
learning algorithms; cmac algorithm; modeling capabilities of the binary
cmac; adaptive b spline networks; b spline guidance algorithms;
representation of fuzzy algorithm; adaptive fuzzy modelling and control
Q/00293 1
5 KOMPUTASIONAL
INTELIJEN
004.36 Dis edited: Sape Mullender Distributed systems, 2nd ed New York Addison
Wesley 1995
Distributed System-Computing; Goods-Models; Specifications-Concurrent;
Consistent Global States; Faul-Tolerant Broadcasts; Related Problems;
Non-Blocking Atomic Commitment; Replication Management Using; State-
machine Approach; Interprocess Communication; Reliable Massage;
Connection Establishment; Case Study; Names; Transction-Processing
Techniques; Distrubuted File Systems; Kernel Suppert; Real Time;
Dependability Concepts; Real-Time Communication; Schedule; Design;
Distributed Real-Time Systems; Cryptography; Authentication; Mullender
Q/00249 1
6 KOMPUTASIONAL
INTELIJEN
004.368 Cyp c Cypser, R.J. Communications architecture for distributed
systems
Reading: Mass
Addison-Wesley
Pub.,1978
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7 KOMPUTASIONAL
INTELIJEN
004.6 Ebe u Eberts, Ray E. User interface design New Jersey Prentice-
Hall 1994
Interacting-Computers; Interface Widgets; Elberts; Human Computer-
Interaction; Experimental Methodology; Experimental Design-Analysis;
Hazards; Mental Models; Human Information Processing; Neural Network
Models; Metaphors-Analogies; Spatial Reasioning-Graphics; Workload
Assessment; Model Human Processor; Goms; Ngomsl; Production
Systems; Gammar Representations; Human-Human Comunication; Neural
Interface Design; Affordances; Constraints; Word Knowledge; Feedback;
Help Massages; Menu Displsys; Database Applications; Groupware
Q/00248 1
8 KOMPUTASIONAL
INTELIJEN
004.6 Sha n Sharma, Roshanlal Network systems: modeling analysis and design New York: Van
Nostrand Reinhold
Com., 1982
M/02207 1
9 KOMPUTASIONAL
INTELIJEN
005.113 Bar o Barnes, David J. Object-oriented programming with Java an
introduction
New Jersey: Prentice
Hall 2000
Computers, design; Understanding objects; Making object; Associations;
Inheriance, virtual methods; Designing individual objects; Designing system-
object; Making chaice; Choosing; loops; Recirsion; Bugs, Ducugging;
Letters, Strings; Sets; Parsing, Strings; Files; Memory allocation; Queues;
Linked lists; Trees; Analysis-program efficiency
Q/00209 1
10 KOMPUTASIONAL
INTELIJEN
005.117 Aba t Abadi, Martin A Theory of objects New York Springer
Verlag 1996
Object-oriented-features; Object Orientation; Cass-Based languages;
Advanced Class-Based Features; Object-Based languages; Modelling
Object-Oriented languages; Untyped Calculi; First-Order Calculi; Recursion;
Untype Imperative Calculi; Second-Order Calculi; Definable Covariant Self
Types; Primitive Covariant; Imperative Calculi; Interpelation-Object Calculi;
Higher-Order Calculi; Rules-Proofs
Q/00207 1
11 KOMPUTASIONAL
INTELIJEN
005.117 Hei d Heileman, Gregory L. Data structures algorithms and object-oriented
programming
New York The McGraw-
Hill 1996
Algorithms; Object-oriented-programming; bacground; Algorithmics; Priority
Queues; Amortized Analysis; Balance Search Trees; Heaps; Dynamics
Sets-Special Operations; Graphs; mathematical Review; Sums;
Recurrences; Sets; Counting; Graphs
Q/00204 1
12 KOMPUTASIONAL
INTELIJEN
005.117 OBJ edited, Ivar Jabobson
...[et al.].
Object oriented software engineering a use case
driven approach
Reading, MA John
Wiley & Sons 1992
Software-engineering; Analysis; Object-orientation-Architecture; System
Development; ystem Life Sycle; Object-Orientation; Object Oriented;
Architecture; Analysis; Construction; Real-Time Specialization; Database
Specialization; Components; Testing; Case Study; Managing Object-
Oriented; Other Object-Oriented Methods
Q/00206 1
13 KOMPUTASIONAL
INTELIJEN
005.117 Pag w Page-Jones, Meilir What every programmer should know about object-
oriented design
New York Dorset
House 1995
Object-Oriented; Design; Programmer; Page; State-Transition Diagrams;
Additional OODN Diagrams; Encapsulation-Connascence; Domain;
Encumbrance; Cohesion; Properties-Classes-Subclasses; Perils-
Intheritance; Polymorphism; Class Interfaces
Q/00205 1
14 KOMPUTASIONAL
INTELIJEN
005.117 Pri p Priestley, Mark Practical object-oriented design London The McGraw-
Hill 1997
Object-oreinted-design; C++; Code-program; Modelling-Object; Static
Models; Dynamic Models; Diagram Editor; Advanced Data Modelling;
Student Mark System; Cab Dispatcher System; Implementation Strategies;
Principles-Patterns
Q/00203 1
15 KOMPUTASIONAL
INTELIJEN
005.117 Smi o Smith, Graeme The object-Z specification language Boston Kluwer 2000 Object-oriented programming;Computer science;Computer program
language
Q/01600, Q/01120 2
16 KOMPUTASIONAL
INTELIJEN
005.12 Boo o Booch, Grady Object-oriented analysis and design with
applications
California, The
Benjamin 1994
Q/00243 1
17 KOMPUTASIONAL
INTELIJEN
005.12 Nic s Nicola, Jill Streamlined Object-Modeling patterns, rules, and
implementation
Upper Saddle River
Prentice Hall 2002
Object-Oriented Methods;Computer
Science;rules;patterns;implementation;combining;streamlined
Q/00886 1
18 KOMPUTASIONAL
INTELIJEN
005.13 Bud i Budd, Timothy An Introduction to object oriented programming Reading, MA Addison
Wesley 1997
Design;Messages;Case;Patterns;Game Q/04079 1
19 KOMPUTASIONAL
INTELIJEN
005.13 Cam j Campione, Mary The Java tutorial object-oriented programming for
the internet
Reading, MA Addison-
Wesley 1996
getting strated; writing java programs; writing applets; using the core java
classes; creating a user interface; cstom networking and security;
integrating native methods into java programs
Q/01357 1
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20 KOMPUTASIONAL
INTELIJEN
005.13 Sta s Staugaard, Andrew C. Structured and object-oriented techniques an
Introduction using c++
New Jersey : Prentice-
Hall 1997
Structured; Objec-Oriented; Using-C++; Staugaard; Problem Solving,
Abstraction, Stepwise Refinement; Data Abstraction, Classes-Obkect; Input-
Output Obkect; Standard Operation C++; Making Decisions; Loping
Operations: Interaction; Functions-Defth; Arrays; Classes-Object-Depth;
Class Inheritance; Pointers; ADTs; File Stream I/O; Multidimensional
Arrays; Quick Solutions; Ascii Character Table
Q/00016 1
21 KOMPUTASIONAL
INTELIJEN
005.133 Con o Conner, D. Brookshire Object-oriented programming in pascal a graphical
approach
Reading, MA Addison-
Wesley 1995
Computers, design; Understanding objects; Making object; Associations;
Inheriance, virtual methods; Designing individual objects; Designing system-
object; Making chaice; Choosing; loops; Recirsion; Bugs, Ducugging;
Letters, Strings; Sets; Parsing, Strings; Files; Memory allocation; Queues;
Linked lists; Trees; Analysis-program efficiency
Q/00046 1
22 KOMPUTASIONAL
INTELIJEN
005.133 Joh a Johnsonbaugh, Richard Object-Oriented Programming in C++, 2nd ed. Upper Saddle River,NJ
Prentice Hall 2000
object oriented programming; from C to C++; classes; ingeritance;
polymophism; operator overloading; templates and the standard template
library; c++ input/ouput class hierarchy; object oriented programming in the
microsoft foundation classes; asscii table; selected c++ functions and
methods
Q/00687 1
23 KOMPUTASIONAL
INTELIJEN
005.447.6 Cho d Chow, Randy Distributed operating system & algorithms Reading,MA Addison
Wesley 1997
operating system fundamentals; distributed system concepts and
architectures; concurrent processes and programming; interprocess
communication and coordinaion; distributed process scheduling; distributed
file systems; distributed shared memory; distributed computer security;
models of distributed computation; synchronization and election; distributed
agreement; replicated data management; chechpointing and recovery;
Q/00057, Q/02445 2
24 KOMPUTASIONAL
INTELIJEN
006.117 Adv edited, Michael P.
Papazoglou
Advances in Object-Oriented Data Modeling Cambridge MIT Press
2000
Object-Oriented Methods;Computer Science;Data Modeling Q/01368 1
25 KOMPUTASIONAL
INTELIJEN
006.3 And c Engelbrecht, Andries P. Computational Intelligence : an introduction, 2nd
ed.
England: John Wiley &
Sons Ltd., 2007
Computational Intelligence; neural networks; fuzzy system; artificial neural
networks; swarm intelligence; artificial neuron; error-correcting learning rule;
functional link neural networks; time delay neural networks; stochastic
training rule; radial basis function networks; reinforcement learning;
performance issues; evolutionary computation; genetic algorithms; genetic
programming; evolutionary strategies; cultur algotihms; differential
evolutions; optimizations; ant algorithms; natural immune system;
optimization theory.
M/06231, M/06248,
M/07639
3
26 KOMPUTASIONAL
INTELIJEN
006.3 Ant n.1 edited: Paolo
Antognetti...[et al]
Neural networks concepts, appliactions, and
implementations, vol.1 edited,
Englewood, Cliffs
Prentice Hall 1991
algebraic deterministic theory of neural nets; pattern recongnition and neuro
engineering; self organizing neural network architectures for adaptive
pattern recongnition and robotics; neural network applications to speech;
signal/image processing and understanding with neural networks; networks
for learning; analog electronic neural networks for pattern recongnition
applications; vlsi architectures for neural networks; mapping of neural
networks on the honeycomb architecture
Q/00691 Tidak Ada 1
27 KOMPUTASIONAL
INTELIJEN
006.3 Cha i Charniak, Eugene Introduction to Artificial Intelligence Reading,Massachusett
s Addison-Wesley
1985
AI and internal representation; lisp; vision; parsing language; search; logic
and deduction; abduction, uncertainty and expert systems; managing plans
of action; language comprehension; learning
Q/00722 1
28 KOMPUTASIONAL
INTELIJEN
006.3 Che n Chester,Michael Neural Networks a tutorial New Jersey: Prentice
Hall, 1993
M/05717 1
29 KOMPUTASIONAL
INTELIJEN
006.3 COM Editor : Shu-Heng Chen
… et.al
Computational intelligence in economics and
finance (vol. II)
Verlag Berlin;
Springer, 2007
Computational intelligence in economic and finance; forecasting
agricultural; insurances of fuzzy logic; nonlinear principal component;
estimating female; learing algorithms; genetic programming; logical-
heuristic approach
M/06332 1
30 KOMPUTASIONAL
INTELIJEN
006.3 Dow m Dougherty, Edward R. Mathematics methods for artificial intelligence and
autonomous systems
New York: Prentice-
Hall, 1988
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31 KOMPUTASIONAL
INTELIJEN
006.3 Fau f Fausett, Laurence Fundamentals of neural networks architectures,
algorithms and applications Laurence Fausett
New Jersey: Prentice
Hall, 1994
simple neural nets for pattern classification; pattern association; neural
networks based on competition; adaptive resonance theory;
backpropagation neural net; sampler of other neural sets;
Q/01614, Q/04103 2
32 KOMPUTASIONAL
INTELIJEN
006.3 Her i Hertz, John Introduction To The Theory Of Neural Computation Reading,Massachusett
s Addison Wesley
1991
hopfield model; extensions of the hopfield model; optimization problems;
simple perceptrons; multi layer networks; recurrent networks; unsupervised
hebbian learning; unsupervised competitive learning; formal statistical
mechanics of neural networks; statistical mechanics
Q/00703 1
33 KOMPUTASI
INTELIJEN
006.3 Jan n Jang, Jyh-Shing Roger Neuro-Fuzzy and soft computing a computational
approach to learning and machine intelligence
Upper saddle River,
NJ Prentice-Hall 1997
Neuro-Fuzzy; Solf Computing; Jang; Sun; Mizutani; Fuzzy Set Theory;
Fuzzy Rules-Fuzzy Reasoning; Fuzzy Inference Systems; Regression-
Optimization; Least-Squares Methods-System Indetification; Derivative-
Based Optimization; Derivative-Free Ontimization; Newral Network;
Adaptive Networks; Supervised Learning Neural Networks; Learning form
Reinforcement; Other Neural Network; Coactive Neuro-Fuzzy Modeling;
Advanced Neuro-Fuzzy Modeling; Clasification-Regression Trees;
Clustering Algorithms; Rulebase Structure Identification; Neuro-Fuzzy
Control; Advanced Applications; ANFIS Applications; Fuzzy-Filtered Neural
Networks; Fuzzy Sets-Genetic Algorithms-Game Playing; Computing-Color
Q/00078, Q/04163,
M/00077
3
34 KOMPUTASIONAL
INTELIJEN
006.3 Kar u Kartalo Poulos,
Stamatios V.
Understanding neural networks and fuzzy logic
basic concepts and applications Basic concepts
and applications
New York IEEE Press
1996
Fuzzy-logic; Neural-networks; Biological Neural Networks; Artificial Neural
Networks-Concepts; Neural Network Paradigms; Fussy Neural Networks;
Applications; Kartalopoulos
Q/03960 1
35 KOMPUTASIONAL
INTELIJEN
006.3 Kea i Kearns, Michael An introduction to computational learning theory p. cm. probably approximately correct learning model; occam's razor; vapnik
chervonenkis dimension; weak and strong learning; learning in the presence
of noise; inherent unpredictability; reducibility in pac learning; learning finite
automata by experimentation
Q/00977 1
36 KOMPUTASIONAL
INTELIJEN
006.3 Kre p Kreutzer, Wolfgang Programming for artificial intelligence method,
tools and applications
Sydney: Addison-
Wesley Publishing
Com., 1990
M/02488 1
37 KOMPUTASIONAL
INTELIJEN
006.3 Mas p Masters, Timothy Practical Neural Network Recipes in C++ New York Morgan
1993
classification; autoassociation; time series prediction; function
approximation; multilayer feedfoward networks; eluding local minima I:
simulated annealing; eluding local minima II: genetic optimization;
regression and neural networks; designing feedfoward network
architectures; interpreting weigths: how does this thing work; probabilistic
neural networks; functional link networks; designing the training sets;
preparing input data; fuzzy data and processing; unsupervised training;
evaluating performance of neural netoworks; confidence measures;
optimizing the decision threshold; using the neural program
Q/00885 1
38 KOMPUTASIONAL
INTELIJEN
006.3 Mis u Mishkoff, Henry C. Understanding artificial intelligence Dallas,Texas: Texas
Instrument 1985
M/02469 1
39 KOMPUTASIONAL
INTELIJEN
006.3 Ric a Rich, Elaine Artificial intelligence New York McGraw Hill
1991
Artificial Intelligence; Rich; Knight; Artificial Intelligence; Problem-Research;
Problem Spaces; Heuristic Search Technique; Knowledge Representation;
Isues; Using Predicate Logic; Representing Knowledge Using Rules;
Symbolic Reasoning; Statistical Reasoning; Slot-Filler Structures;
Advanced Topics; Game Playing; Planning; Understanding; Neural
Language Processing; Parallel-Distributed AL; Learning; Connectionst
Models; Cammon Sense; Expert Systems; Perception-Action; Conclusion
Q/00076 1
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40 KOMPUTASIONAL
INTELIJEN
006.3 Rus a Russell, Stuart J. Artificial intelligence a modern approach Upper Saddle River,
NJ Prentice-Hall 1995
intelligent agents; solving problems by searching; informed search
methods; game playing; agent that reason logically; first order logic; building
a knowledge base; inference in first order logic; logical reasoning systems;
planning; practiacal planning; planning and acting; uncertainty; probabilistic
reasoning systems; making simple decisions; making complex decisions;
learning from observations; learning in neural and belief networks;
reinforment learning; knowledge in learning; agent that communicate;
practical natural language processing; perception; robotics; philosophical
foundations; ai; complexity analysis and o notation; notes on languages and
algorithms
Q/00890, Q/01359,
M/02468, M/02467,
M/02466
5
41 KOMPUTASIONAL
INTELIJEN
006.3 Set a Setiawan, Sandi Artificial intelligence Yogyakarta Andi
Offset 1993
M/02481 1
42 KOMPUTASIONAL
INTELIJEN
006.3 The edited: Leila Kallel Theoretical aspects of evolutionary computing Upper Saddle River,
NJ Prentice-Hall 2001
introduction to evolutionary computing in design search and optimisation;
evolutionary algorithms and constraint satisfaction; dynamical systems
model of the simple genetic algorihtm; modelling genetic algortihm
dynamics; statistical metchanics theory of genetic algorihtm; tehory of
evolution strategies; ecolutionary algorithms; properties of fitness functions
and search landscapes; solvable model of a hard optimisation problem;
bimodal performance profile of evolutioanry search and ethe effects;
evolution strategies in nousy enviroments; cyclic attractor and quasispecies
adaptability; genetic algorithms in time dependent enviroments; statistical
machine learning and combinatorial optimization; multi parent scanning
crossover and genetic grigt; harmonic recombination for ecolutionary
computation; how to detect all maximan of a function; classifications of
fitness functions; genetic search on highly symmetric solution spaces;
structure optimization and isomorphisms; detecting spin flip symmetry in
optimization problems; asymptotic results for genetic algorihtms with
applications to nonlinaer estimation
Q/01145, Q/01144 2
43 KOMPUTASIONAL
INTELIJEN
006.3 Win a Winston, Patrick Henry Artificial intelligence, 3rd ed. Reading, MA Addison-
Wesley 1992
M/02483, M/02482 2
44 KOMPUTASIONAL
INTELIJEN
006.302 85 Bra p Bratko, Ivan Prolog programming for artificial intelligence Harlow: Addison
Wesley, 2001
introduccing prolog; syntax and meaning of prolog programs; lists,
operators, arithmetic; using structures: example programs; controlling
backtracking; input ad ouput; more built in predicates; programming style
and technique; operations on data structures; advanced tree
representations; basic problem solving strategies; best first heuristic search;
problem decomposition and and/or graphs; constraint logic programming;
knowledge representation and expert systems; expert system shell;
planning; machine learning; inductive logic programming; qualitative
reasoning; language processing with grammar rules; game playing; meta
programming
Q/01442, Q/00111 2
45 KOMPUTASIONAL
INTELIJEN
006.31 Dem n Demuth, Howara Neural network toolbox Howara Demuth Mark
Beale
USA: The Math Work,
2000
M/02484 1
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46 KOMPUTASIONAL
INTELIJEN
006.31 Hay n Haykin, Simon Neural networks a comprehensive foundation Upper saddle River,
NJ: Prentice-Hall, 1994
learning process; correlation matrix memory; perceptron; least mean square
algorithm; multilayer perceptrons; radial basis function networks; recurrent
networks rooted in statistical physics; self organizing systems I: hebbian
learning; self organizing systems II: competitive learning; self organizing
systems III: information-theoretic models; modular networks; temporal
processing; neurodnamics; vlsi implementations of neural networks
Q/01240, Q/01214,
M/04904, M/05783
4
47 KOMPUTASIONAL
INTELIJEN
006.32 Ant n Anthony, Martin Neural network learning theoretical foundations New York Cambridge
1999
Pattern classification with binary output neural networks; pattern
classification with real output networks; learning real value functions;
algorithms
Q/00965, Q/00995,
M/00691
3
48 KOMPUTASIONAL
INTELIJEN
006.32 Art edited: R.S.
Govindaraju, A.
Artificial Neural Networks in Hydrology London Kluwer 2000 effective and efficient modeling for streamflow forecasting; streamflow
forecasting based on artificial neural networks; real time forecasting using
neural networks; modular neural networks for watershed runoff; radial basis
function networks; artificial neural networks in subsurface characterization;
optimal groundwater remediation using artificial neural networks; adaptive
neural networks in regulation of river flows; identification of pollution sources
via neural networks; spatial organization and characterization of soil
physical properties using self organizing maps; streamflow data infilling
techiques based on concepts od groups and neural networks; spatial
nanalysos of hydrologic and enviromental data based on artificial neural
networks; application of artificial neural networks to forecasting of surface
water quality variables; long range preciptation prediction in california
Q/01098 1
49 KOMPUTASIONAL
INTELIJEN
006.32 Bos n Bose, N.K. Neural network fundamentals with graphs,
algorithms and applications
New York McGraw Hill
1996
Neuroscience, Artificial neuron models; Graphs; Algorithms; Preceptrons;
LMS algorithm; Multilayer networks; Complexity-learning; Adaptive-structure
networks; Symmetric, Asymmetricrecurrent networks; Neural networks
approaches
Q/00107, Q/00108 2
50 KOMPUTASIONAL
INTELIJEN
006.32 Cal e Callan, Robert The essence of neural networks Harlow Prentice Hall
1999
classifying patterns; clustering patterns; pattern association; sample of
recurent networks; some other network models and a few practical points;
links to artificial intelligence; synthesizing symbols with eural networks;
Q/03959, Q/04059 2
51 KOMPUTASIONAL
INTELIJEN
006.32 Gal n Gallant, Stephen I. Neural Network learning and expert systems London MIT Press
1993
Neuintroduction and important definitions; representation issues; learning in
single layer models; perceptron learning and the pocket algorithm; winner
take all groups or linaer machines; autoasspciatiors and one shot learning;
mean square error algorithms; unsupervised leaning; distributed method
and radial basis funcions; computational learning theory; constructive
algorithms; backpropagation; simulated annealing and boltxmann
machines; neural network expert systems; detail of the macie systems;
noise, redundancy, foult detection and bayesian decision theory; extracting
rules from networks;
Q/01023, Q/01027 2
52 KOMPUTASIONAL
INTELIJEN
006.32 Non edited: Irwin W.
Sandbreg...[et al]
Nonlinear Dynamical Systems Feedforward Neural
Network Prespectives
New York John Wiley
& Sons 2001
feedfoward networks; uniform approximation and nonlinear network
structures; robust neural networks; modeling, segmentation, and
classification of nonlinear nonstationary time series; application of
feedfoward networks to speech
Q/00919 1
53 KOMPUTASIONAL
INTELIJEN
006.32 Sch a Schalkoff, Robert J. Artificial neural networks New York The McGraw-
Hill 1997
Artificial-neural Networks; Fuzzy; Neural Computing; Mathematical
Dundamentals-ANN Study; Elementaty ANN Bulding Blocks; Single-Unit
Mappings; Introduction-Neural Mappings; Pattern Associator Applications;
Feedforward Network-Training; Freedforward Networks; Recurrent
Networks; Cometitive; Self-Organizing Networks; Radial Basis Function
NetworksFuzzy Neural Networks Including Fuzzy Sets; Logic; ANN
Hardware-Implementation Conserns; Schalkoff
Q/01204 1
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54 KOMPUTASIONAL
INTELIJEN
006.32 Wil n Wilde, philippe De Neural network models theory and projects New York Springer
1997
key concepts in neural netoerks; backpropagation; neurons in the brain; the
fundamental system of differential equations; synchronous and discrete
networks; linear capacity; capacity from a signal to noise ratio; neural
networks and markov chains
Q/01439, Q/01414 2
55 KOMPUTASIONAL
INTELIJEN
006.32 Zup n Zupan, Jure Neural Networks in Chemistry and Drug Design Germany Wiley-Vch
1999
defining the area; neuron; linking neurons into networks; hopfield network;
adaptive bidirectional associative memory; kohonen network; counter
propagation; back propagation of errors
Q/01084 1
56 KOMPUTASIONAL
INTELIJEN
006.42 Int edited: Jain, L.C. [et.al] Intelligent biometric techniques in fingerprint and
face recognition
Boca Raton CRC
Press 1999
introduction to fingerprint recongnition; fingerprint to fingerprint recongnition;
fingerprint feature processing techniques and poroscopy; fingerprint sub-
classification; gabor filter based method for fingerprint indentification;
minutiae extraction and filtering from gray-scale images; feature selection to
face recongnition; neural networks for face recongnition
Q/01129 1
57 KOMPUTASIONAL
INTELIJEN
510.3 Pal f Pal, Sankar K. Fuzzy: pendekatan matematika untuk pengenalan
pola
Jakarta: UI Press,
1989
M/03092, M/03093,
M/05347
3
58 KOMPUTASIONAL
INTELIJEN
511.3 Kli f Klir, George J. Fuzzy sets and fuzzy logic Theory and applications New jersey: Printice
Hall, 1995
from classical sets to fuzzy sets; fuzzy sets versus crisp sets; operations on
fuzzy sets; fuzzy arithmetic; fuzzy relations; fuzzy relation equations;
possibility theory; fuzzy logic; uncertainty based information; constructing
fuzzy sets and operations on fuzzy sets; approximate teasoning; fuzzy
systems; pattern recongnition; fuzzy databases and information retrival
systems; fuzzy decision making; engineering applications; miscellaneous
applications
Q/01860, Q/01859 2
59 KOMPUTASIONAL
INTELIJEN
511.3 Pat f edited: M.J. Patyra D.M.
Mlynek
Fuzzy logic implementation and applications New York: John Wiley
& Sons, 1996
Fuzzy Sets in Approximation Reasioning; FUZZY LOGIC CONTROL;
Systematic Design; Assesment Methodology;Compability; Behavioural
Analysis-Improvement; FUZZY LOGIC HARDWARE IMPLEMENTATIONS;
Design Considerations; Paralel Algorithms; Fuzzy Flip-Flop; Design
Automation; HYBRID SYSTEMS-APPLICATIONS; Nhybrid Configurations;
Fuzzy Logic Approach
Q/01864 1
60 KOMPUTASIONAL
INTELIJEN
511.322 FUZ editor: J. F. Baldwin Fuzzy Logic Chichester: John Wiley
& Sons, 1996
Resent Development Fuzzy Logic and Inteligent Technologies; Handling
Priority and Preference in constraint satisfaction problems ; Knowledge form
Data Using Fril; Fuzzy Methods; Mission Management System for Multiple
Authonomous Veshicles; Fuzzy Data Browser in Fril; Adaptive Fuzzy
Systems for Modelling Static and Dynamic Proceses; Fuzzy Logic in
Diagnosis: Possibilitic Networks; Fuzzy Linguistic Reasoning, Sentence
Interpretation; Customer Segmentation-Banks; Insurance Groups-Fuzzy
Clustering Techniques; Tuning-Fuzzy Controller; Expolatory Data
Processing Using-Fuzzy Generalization; Fuzzy Logic Controller Based-
Standard Operational Amplifiers; Fuzzy Sets; Community Stransport
Q/01880 1
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61 KOMPUTASIONAL
INTELIJEN
616.994 Art Naguib, Raouf N.G. Artificial neural network in cancer
diagnosis,prognosis,and patient management
Boca Raton CRC
Press 2001
introduction to artificial neural networks and their use in cancer
diagnosis,prognosis, and patient management; analysis of molecular
pronostic factors in breast canncer by artificial neural networks; artificial
neural approach to analysing the prognostic significance of DNA ploidy and
cell cycle distrubutionofof breast cancer aspirate cells; neural networks for
estimation of prognosis in lung cancer; the use of a genetic algorithm neural
networks (GANN) for prognosis in surgically treated nonsmall lung cancer
(NSCLC); THE USE OF MACHINE learnung in screening for oral cancer;
outcome prediction of oesophago -gastric cancer using neural analysis of
pre-and postoperative parameteters; artifical neural networks inurologic
oncology; neural networks in urologic oncology; comparison of a neural
networks with high sensitivity and specificity of free/total serum PAS for
diagnosing prostste cancer in men with a PAS
Q/00134 1
62 KOMPUTASIONAL
INTELIJEN
628.144 Kli p Kline, Rex B Principles and Practice of Structural Equation
Modeling 3rd ed
The guilford press,
london, 2011
hypothesis testing ; measurement models and confirmatory factor analysis ;
structural regression models ; mean structures and latent growth models ;
interaction effect and multilevel SEM ; recursive structural models ;
nonrecursive structural models ; model diagram symbol ; path analysis
models ; unique estimation ; partial correlation
M/06663 1
63 KOMPUTASIONAL
INTELIJEN
628.144 Wal w Walski, Thomas M. Water Distribution Modeling USA: Haestad, 2001 Distribution Modelingwater distribution modeling; modeling theory;
assembling a model; water cinsumption; testing water distribution systems;
calibrating dydraulic network models; using models for water distribution
systems design; modeling customer systems; operations; haestad
Q/01013 1
64 KOMPUTASIONAL
INTELIJEN
629.8 Fuz edited: Nung T.
Nguyen...(et al)
Fuzzy Modeling and COntrol Selected Works of M.
Sugeno
California: CRC Press,
1999
Intelligent unmanned helicopter; Multi-dimensional fuzzy reasoning; Design-
fuzzy controller; Fuzzy control-model car; Fuzzy reasoning; Fuzzy logic
based approach; Fuzzy control systems; Fuzzy integrals
Q/00177 1
65 KOMPUTASIONAL
INTELIJEN
629.89 App edited, Mohammad
Jamshidi ..[et.al]
Applications of fuzzy logic towards high machine
intelligence quotient systems
New Jersey: Prentice-
Hall, 1997
intelligent control and evolotuion pf mobile robot behavior; fuzzy control
approach for the design of active and semi active surpension; fuzzy control
approach for the design of active and semi active suspension; fuzzy
modeling and modeling based control for nonlinear systems; synergistic
fuzzy control; automotive powertrain control with fuzzy logic; fuzzy control of
heavy duty hydrautic machines; two paradigms of automotive fuzzy logic
applications; fuzzy maps; fuzzy measurement of manugacturing flexibility;
neo fuzzy neuron and its learning algorithms with applications; slip control
and torque optimization using fuzzy logic; minimal models and automated
rule generation with the fuzzy behaviorist; fuzzy contract net approach to
manugacturing control; fuzzy distributed intelligent systems for continuous
production; fuzzy tracking methods for mobile robots; fuzy control for
automotive engine; fuzzy control of the training aircraft; expert systems and
fuzzy moves
Q/00172 1
66 KOMPUTASIONAL
INTELIJEN
629.892 Nik i Niku, Saeed B. Introduction to Robotics analysis, systems,
applications
Upper Saddle
River,NJ: Prentice
Hall, 2001
robot kinematics: position analysis; differential motions and velocities;
dynamic analysis and forces; trajectory planning; actuatirs; sensors; image
processing and analysis with vision systems; fuzzy logic control; niku
Q/00700 1
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67 KOMPUTASIONAL
INTELIJEN
658.056.32 Smi n Smith, Kate Neural Networks in Business Techniques and
Applications
United State of
America: Idea Group
Pub., 2002
neural networks for busingess; predicting consumer retail sales using
neural; using neural networks to model premium price sensitivity of
automobile insurance customer; neural network application to identify high
value cstomers for a large retail store in japan; segmentation of the
portuguese client of pousadas de portugal; neural networks for target
selection in direct marketing; prediction of survival and attrition of click and
mortar corporations; corporate strategy and wealts creation: an application
of neural network analysis; credit rating classification using self organizing
maps; credit scoring using supervised and unsupervised neural networks;
predicting automobile insurance losses using artificial neural networks;
neural networks for technical forecasting of foreign exchange rates; using
neural networks to discover patterns in international equity martekts;
comparing conventional and artificial neural network models; combining
supervised and unsupervised neural networks for improved cash flow
forecasting
Q/00854 1
1 MATEMATIKA
HANDBOOK, KAMUS
R 004.35 Han Edited By : Rajasekaran,
Sanguthevar
Hanbook of Parallel Computing : models,
algorithms and Applications
Chapman & Hall/CRC,
2008
M/07629, M/07630 2
2 MATEMATIKA
HANDBOOK, KAMUS
R 005.1 Pra p edited: Lance
D.Chambers
Practical Handbokk of Genetic Algorithms complex
coding systems volume III
Boca Raton CRC
Press 1999
lamarckian evolution strategy for genetic algorithms; generalisation and
solving o timetable scheduling problems; implementing fast and flexible
parallel genetic algorithms; pattern evolver; matrix based ga representation;
algorithms to improve the convergence of genetic algorithm with finite state
machine genome; synthesizable vhdl coding of a genetic algortihms;
genetic algortihm model fitting; hybrid genetic algorithms simulated
annealing and tabu search heuristic for vehicle routing problems with time
windows; doing gas withm gags; memory efficient code for gas; adaptive
protfolio trading strategies; population sixe, building blocks fitness
landscape and genetic algorithm search efficiency in combinatorial
optimization; experimental result on the effects of multi parent
recombination
Q/00985 1
3 MATEMATIKA
HANDBOOK, KAMUS
R. 005.3 Mat m5 Matlab : the language of technical computing
version 5
The MathWorks M/04245 1
4 MATEMATIKA
HANDBOOK, KAMUS
R. 005.3 Mat Matlab : the language of technical computing
version 6
M/04217, M/04216 2
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5 MATEMATIKA
HANDBOOK, KAMUS
R 005.820 202 Men
h
Menezes, Alfred J. Handbook of applied cryptography Boca Raton: CRC
Press ,1997
Cryptography; Mathematical background; Number-heoretic refrence
problems; Public-key parameters; Proseudorandom bits; Stream ciphers;
Block cliphers; Hash functions; data integrity; Digital signatures; information
security and cryptography; basic terminology; digital signatures;
authenticatin and identification; public key cryptography; hash functions; key
establishment, management and certification; mathematical background;
probability theory; information theory; complexcity theory; number theory;
abstract algebra; finite fields; number theoretic reference problems; the
integer factorizatin problem; quadratic residuosity problems; discrete
logarithm problems; computing individual bits; probabilistic prmality tests;
primality rests; prime number generation; irreducible polynomials; generator
and elements; pseudoradom bits and seqyences; stream cipher; block
ciphers; public key encryption; hash funtions and data integrity;
identification and entity authentication; key establishment protocols; key
management techniques; efficient implementation; platents and standard
Q/01443, Q/01055 2
6 MATEMATIKA
HANDBOOK, KAMUS
R 005.820.202 Til h Tilborg, Henk C.A Van Encyclopedia Cryptography and Security Springer, 2005 M/06665 1
7 MATEMATIKA
HANDBOOK, KAMUS
R 510.3 Col d Collins Dictionary of Mathematics Eutichs M/03087 1
8 MATEMATIKA
HANDBOOK, KAMUS
R 510.3 Enc Weisstein, Eric W. CRC Concise Encyclopedia of Mathematics, 2nd
ed.
Boca Raton: Chapman
& Hall, 2003
matrix; mapping; sphere coordinates; puzzle; officer problem; algorithm;
gon; theorem' conjecture; transform; convergence theorem; curve theorem;
functional equation; absolute geometry; absolute momen; absolute value;
absolutely coninuous; abstract algebra; abstract manifolt; abudant number;
acceleration; accidental concellation; ackerman function; ackermann
number; actuarial polynomial; acute angle; acyclic digraph; adams method;
addition multiplication; additive number theory; adequate knot;
Q/04026 1
9 MATEMATIKA
HANDBOOK, KAMUS
R 510.3 Enc v.1 Edited: M. Hazewinkel Encyclopedia of mathematics, Vol.1: A - Coo Boston: Kluwer
Academic, 1995
Encyclopedia;Mathematics;Hazewinkel Q/00468, Q/00473 2
10 MATEMATIKA
HANDBOOK, KAMUS
R 510.3 Enc v.2 Edited: M. Hazewinkel Encyclopedia of mathematics, Vol.2: A - Coo Boston: Kluwer
Academic, 1995
Encyclopedia;Mathematics;Hazewinkel Q/00469, Q/00470 2
11 MATEMATIKA
HANDBOOK, KAMUS
R 510.3 Enc v.3 Edited: M. Hazewinkel Encyclopedia of mathematics, Vol.3: Hea Mom Boston Kluwer:
Academic, 1995
Encyclopedia;Mathematics;Hazewinkel Q/00476, Q/00472 2
12 MATEMATIKA
HANDBOOK, KAMUS
R 510.3 Enc v.4 Edited: M. Hazewinkel Encyclopedia of mathematics, Vol.4: Mon - Rin Boston Kluwer:
Academic, 1995
Encyclopedia;Mathematics;Hazewinkel Q/00475, Q/00471 2
13 MATEMATIKA
HANDBOOK, KAMUS
R 510.3 Enc v.5 Edited: M. Hazewinkel Encyclopedia of mathematics, Vol.5: Ris - Zyg Boston Kluwer:
Academic, 1995
Encyclopedia;Mathematics;Hazewinkel Q/00477, Q/00474 2
14 MATEMATIKA
HANDBOOK, KAMUS
R 510.3 Enc v.6 Edited: M. Hazewinkel Encyclopedia of mathematics, Vol.6: Index Boston: Kluwer
Academic, 1995
Encyclopedia;Mathematics;Hazewinkel Q/00467, Q/00478 2
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15 MATEMATIKA
HANDBOOK, KAMUS
R 510.3 Enc1 Edited: Kiyosi Ito Encyclopedic dictionary of mathematics 2nd ed. :
vol.1 A-E
Boston: The Mit Press Encyclopedia;Dictionary;Mathematics;Ito Q/00486 1
16 MATEMATIKA
HANDBOOK, KAMUS
R 510.3 Enc2 Edited: Kiyosi Ito Encyclopedic dictionary of mathematics 2nd ed. :
vol.2 F-N
Boston: The Mit Press Encyclopedia; Dictionary; Mathematics; Ito Q/00484 1
17 MATEMATIKA
HANDBOOK, KAMUS
R 510.3 Enc3 Edited: Kiyosi Ito Encyclopedic dictionary of mathematics 2nd ed. :
vol.3
Boston: The Mit Press Encyclopedia;Dictionary;Mathematics;Ito Q/00483 1
18 MATEMATIKA
HANDBOOK, KAMUS
R 510.3 Enc4 Edited: Kiyosi Ito Encyclopedic dictionary of mathematics 2nd ed. :
vol.4
Boston: The Mit Press,
1993
Encyclopedic Dictionary; Mathematics; Ito Q/00485 1
19 MATEMATIKA
HANDBOOK, KAMUS
R 510.3 Han Edited : Abramowitz,
Milton
Hanbook of Mathematics Functions with Formulas,
Graph and mathematics tables
Dover Pubs, 1972 M/03088 1
20 MATEMATIKA
HANDBOOK, KAMUS
R 510.3 Hol k Hollands, Roy Kamus Matematika Erlangga, 19889 Kamus;Matematik M/03089 1
21 MATEMATIKA
HANDBOOK, KAMUS
R 510.3 Kar w Karush, William Dictionary of Mathematics : Websters New World Websters New World,
1989
Kamus;Matematik;Dictionary M/03086 1
22 MATEMATIKA
HANDBOOK, KAMUS
R 510.3 Ker k Kerami, Djati Kamus Matematika Balai Pustaka,2003 Kamus;Mathematik M/06575, M/06574 2
23 MATEMATIKA
HANDBOOK, KAMUS
R 510.3 Mat Spiegel, Murray R. Mathematical Handbook pf Formulas and Tables:
based on schaum's outline of mathematical
handbook of formulas and tables
New York: McGrwa
Hill, 2001
elementary constants, products, formulas; geometry; elementary
transcendental functions; calculus; differential equations; series; vector
analysis
Q/00764 1
24 MATEMATIKA
HANDBOOK, KAMUS
R 510.3 Par d Parker, Sybil P. Dictionary of matheamtics New York: McGraw
Hill, 1997
equivalents of commonly use units for the u.s; customary system and the
metric systems; conversion factor for the u.s customary system, metric
system, and international system; mathematical notations with; definitions;
symbols commonly with definitions; symbols commonly used in geometry;
common logarithm table, giving log; value of logarithm functions; compound
amount; regular polytopes in n dimensions
Q/00754 1
25 MATEMATIKA
HANDBOOK, KAMUS
510.3 Vyg m Vygodsky, M Mathemathical Handbook Higher Mathematic M/03094 1
26 MATEMATIKA
HANDBOOK, KAMUS
R 510.71 Enc editor: Louice S.
Grinstein
Encyclopedia of mathematics education New York: Routledge
flamer, 2001
alphabetical list of entries; entries a-z Q/00479 1
27 MATEMATIKA
HANDBOOK, KAMUS
R 511.6 Han Rosen, Kenneth
H..[et.al]
Handbook of discrete and combinatorial
mathematicst analysis
Boca Raton: CRC
Press, 2000
Foundations; Counting methods; Sequences; Number theory; Algebraic
structures; Linear algebra; Discrete probability; Graph theory; Trees;
Networks-flows; Partially ordered sets; Combinatotial designs; Discrete-
computational geometry; Coding theory; Cryptology; Discrete optimization;
Theoretical computer science; Information structures
Q/00413, Q/01464,
Q/00412, Q/00411,
Q/00410
5
28 MATEMATIKA
HANDBOOK, KAMUS
R. 512.550.202 Bor
h
Borceux, Francis Handbook of Categorical Algebra 1: Basic
Categorical Theory, Vol.1
Cambridge, MA
Cambridge Univ Press,
1994
language of categories; limits; adjoint functions; generators and projectives;
categories of fractions; flat functors and cauchy completeness; bicategories
and distributors; internal category theory
Q/02403, Q/01759 2
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29 MATEMATIKA
HANDBOOK, KAMUS
R 512.9'434 Seb m Seber, George A.F A Matrix Hanbook For Staticticians John Wiley & Sons,
2007
M/06235 1
30 MATEMATIKA
HANDBOOK, KAMUS
R 515.1 Mat Eva Part-Enander
..[et.al]
The matlab handbook Horlow: Addison-
Wesley, 1996
Matlab; Handbook; what is matlab; getting started; matrix operations;
creating new matrices; strings; data analysis and statistics; systems of
linear equations; eigenvalues and eigenvectors; sparse matrices; analysis
of functions, interpolation, and curve fitting; integrals and differential
equations; programming in matlab; graphics and sound; advanced graphics;
matlab in combination with other programs
Q/01231, 04792,
M/04897
3
31 MATEMATIKA
HANDBOOK, KAMUS
R 519,2 Han c Edited : Beyer, Willian H Handbook of Tables for Probability and Statistics
2nd ed
The Chemical Rubber,
1968
Q/02725 1
32 MATEMATIKA
HANDBOOK, KAMUS
R 519.5 Der h Der, Geoff A Handbook of Statistical Analyses using SAS,
2nd ed.
New York; Chapman &
Hall, 2002
M/06347, M/06348 2
33 MATEMATIKA
HANDBOOK, KAMUS
R 519.503 Enc v.1 editor: Samuel Kotz Encyclopedia of statistical sciences, Vol.1 New York: John Wiley
& Sons, 1986
dictionaries; encyclopedia; statistical science Q/00418 1
34 MATEMATIKA
HANDBOOK, KAMUS
R 519.503 Enc v.2 editor: Samuel Kotz Encyclopedia of statistical sciences, Vol.2 New York: John Wiley
& Sons, 1986
dictionaries; encyclopedia; statistical science Q/00417 1
35 MATEMATIKA
HANDBOOK, KAMUS
R 519.503 enc v.3 editor: Samuel Kotz Encyclopedia of statistical sciences, Vol.3 New York: John Wiley
& Sons, 1986
dictionaries; encyclopedia; statistical science Q/00416 1
36 MATEMATIKA
HANDBOOK, KAMUS
R 519.503 enc v.4 editor: Samuel Kotz Encyclopedia of statistical sciences, Vol.4 New York: John Wiley
& Sons, 1986
dictionaries; encyclopedia; statistical science Q/01898 1
37 MATEMATIKA
HANDBOOK, KAMUS
R 519.503 enc v.5 editor: Samuel Kotz Encyclopedia of statistical sciences, Vol.5 New York: John Wiley
& Sons, 1986
dictionaries; encyclopedia; statistical science Q/00415 1
38 MATEMATIKA
HANDBOOK, KAMUS
R 519.503 enc v.6 editor: Samuel Kotz Encyclopedia of statistical sciences, Vol.6 New York: John Wiley
& Sons, 1986
dictionaries; encyclopedia; statistical science Q/01949 1
39 MATEMATIKA
HANDBOOK, KAMUS
R 519.503 enc v.7 editor: Samuel Kotz Encyclopedia of statistical sciences, Vol.7 New York: John Wiley
& Sons, 1986
dictionaries; encyclopedia; statistical science Q/01897 1
40 MATEMATIKA
HANDBOOK, KAMUS
R 572.863.3 Phy Edited : Lemey, Lippe The Phylogenetic Handbook : a practical approach
to phylogenetic analysis and hypothesis testing
2nd ed
Chambridge, 2009 M/07640 1
41 MATEMATIKA
HANDBOOK, KAMUS
R 620.002.1 Tum e Tuma, Jan J. Engineering matheamtics handbook, 4th ed New York: McGraw
Hill, 1997
algebra; geometry; trigonometry; plane analytic geometry; space analytic;
geometry; elementary functions; differential calculus; sequences and series;
integral calculus; vector analysis; functions of a complex variable; fourier
series; higher transcendent functions; ordinary differential equations; partial
differential equations; laplace transforms; numerical methods; probability
and statistics; indefinite integrals; plane cuves; space curves
Q/00659 1
42 MATEMATIKA
HANDBOOK, KAMUS
R 621.367 Myl p Myler, Harley R. The pocket handbook of image processing
algorithms in C
Englewood Cliffs, NJ:
Prentice Hall, 1993
Pocket-Hanbook; Image Processing; Algorithms-C; Myler; Weeks Q/01381 Tidak Ada 1
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43 MATEMATIKA
HANDBOOK, KAMUS
R.004 ABR h3 edited, S. Abramsky,
Dov M. Gabbay
Handbook of logic in computer science, vol.3:
semantic structures
Oxford: Clarendon
Press, 1994
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44 MATEMATIKA
HANDBOOK, KAMUS
R.004 ABR h4 edited, S. Abramsky,
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Handbook of logic in computer science, Vol.4:
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45 MATEMATIKA
HANDBOOK, KAMUS
R.005 HAN h.2 edited, S. Abramsky,
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Handbook of logic in computer science, vol.2:
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46 MATEMATIKA
HANDBOOK, KAMUS
R.005.756 Bow p Bowman, Judith S. The Practical SQL handbook using structured
query language
Reading, MA Addison-
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SQL, Relational database management; Designing database; Creating,
filling database; Selecting data from-database; Sorting data; Grouping data;
Joininf table; structurng queries; Security, stransactions, performance,
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47 MATEMATIKA
HANDBOOK, KAMUS
R.006.32 Han editor: Emile Fiesler Handbook of neural computation New York: Oxpord
University, 1997
neural computation; fundamental concepts of neural computation; neural
networks models; hybrid approaches; neural network implementations;
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48 MATEMATIKA
HANDBOOK, KAMUS
R.423 Oxf editor: Jonathan
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Oxford Advanced Learner's Dictionary of Current
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Walton Street: Oxford
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dictionary; language study pages; maps and geographical information;
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49 MATEMATIKA
HANDBOOK, KAMUS
R.423 Oxf edited: Judy Pearshall
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THE OXFORD English reference dictionary the
best in single-volume reference
New York: Oxford
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50 MATEMATIKA
HANDBOOK, KAMUS
R.423 Web Webster's II New College Dictionary Boston: Houghton
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dictionary; abbreviations; biographic names; foreign words and phrases;
four year colleges and universities; concise guide to style; forms of address;
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51 MATEMATIKA
HANDBOOK, KAMUS
510.3 Neg m Negoro, St. Matematika Rumus-rumus, sifat-sifat, tabel serta
bimbingan
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52 MATEMATIKA
HANDBOOK, KAMUS
R.510.74 Wol m Wolfram, Stephen Mathematica reference guide Reading, MA: Addison-
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Mathematica; Reference Guide; Wolfram; basic objects; input syntax; some
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rules; input and output; mathematica sessions and global objects; listing of
built in mathematica objects
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53 MATEMATIKA
HANDBOOK, KAMUS
R.512.943 4 Lut h Lutkepohl, Helmut Handbook of matrices New York: John Wiley
& Sons, 1996
definitions, notation, terminology; rules for matrix operations; matrix valed
functions of a matrix; trace, determinant and rank of a matrix; eigenvalues
and singular values; matrix decompositions and canonical forms;
vectorizatin operators; vector and matrix norms; properties of special
matrices;vector matrix derivatives; polynomials, power series, matrices
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54 MATEMATIKA
HANDBOOK, KAMUS
R.515.202 Smi c Smith, Karl J. Calculus student mathematics handbook Upper Saddle River,
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55 MATEMATIKA
HANDBOOK, KAMUS
R.519.503 enc v.8 editor: Samuel Kotz Encyclopedia of statistical sciences, Vol.8 New York: John Wiley
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56 MATEMATIKA
HANDBOOK, KAMUS
R.530.03 Dic edied: Dipak Basu Dictionary of pure and applied physics (A volumen
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HANDBOOK, KAMUS
R.574.5 Han edited: S.E. Jorgensen Handbook of enviromental and ecological
modeling
Boca Raton Lewis
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biogeochemical models of aquatic ecosystems; biogeochemical models in
ecotoxicology; models of terrestrial ecosystems; models of atmospheric
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58 MATEMATIKA
HANDBOOK, KAMUS
R.610.724 Shu h Shuster, Jonathan J. Handbook of sample size guidelines for clinical
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identification of parameters; design and analysis of randomized clinical
trials; therapeutic question; design of the clinical trial; analysis and
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59 MATEMATIKA
HANDBOOK, KAMUS
R.629,8 Han Edited : Grabbe, Eugene
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60 MATEMATIKA
HANDBOOK, KAMUS
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003.85 All c Alligood, Kathleen T. Chaos an Introduction to dynamical systems New York: Springer,
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Dimensional Maps; ; Chaos; Fractals; Two-Dimensional Maps; Chaotic
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2 MATEMATIKA
TERAPAN
003.85 Hil c Hilborn. Robert Chaos and Nonlinear Dynamics : an Introduction
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3 MATEMATIKA
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003.85 Lyn d Lynch, Stephen Dynamical Sytems with Applications Using Maple
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Nonlinear Dynamics; Chaos; Physics; Biology; Chemistry; Engineering;
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153.42 Fog s Fogler, H. Scott Strategies for creative problem solving Upper Saddle River,
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330.011 3 Rut m Ruth Matthias Modeling dynamic economic systems New York: Springer,
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333.91 Rut d Mathias Ruth ..[et.al] Dynamics modeling for marine conservation New York: Springer,
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impact of fishing pressure on mean length of fish; spatial fisheries model;
modeling atmosphere ocean interactions; impact of dynamic light and
nutrient enviroments on phytiplankton communities in the coastal ocean;
modeling eelgrass; lige stage based recovery dynamics; horseshe crabs
and shorebirds; kelp, urchins and otters in the california coastal region; nile
perch population dynamics; dynamics of multiple fish species; fish
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11 MATEMATIKA
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modeling in natural resource management; using models in the conduct of
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resource management and research; statistical model selection; simulation
models and optimal decisin making in natural resource management;
validating and evaluating models; population viability analysis: development,
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12 MATEMATIKA
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510 Ayr f Ayres, Frank Schaum's outline of theory and problems of first
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510 Bar c Barnett, Raymond A. College mathematics for business, economics, life
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510 Bas b Lambourne, Robert Basic mathematics for the physical sciences New York: John Wiley
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basic arithmetic and algebra; basic geometry; basic vector algebra; basic
differentiation; basic integration; introducing arithmetic and algebra;
numbers, unit and physical quantities; functions and graphs; solving
equations; trigonometric functions; exponential and logarithmic functions;
hyperbolic functions; introducing geometry; coordinate geometry; conic
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510 Cle a Celia, C. W Advanced Mathematics 1 Houndmills:
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510 Cri m Crilly,Tony 50 Mathematical ideas: you really need to know London : Quercus,
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510 Far f Farlow, Stanley J. Finite Mathematics and its Applications, 2nd ed. New York: McGraw-
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510 Gol f Goldstein, Larry J. Finite mathematics and its applications, 6th Upper Saddle River,
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Finite Mathematics; Finite-Applications; Goldstein; Schneider; Siegel;
Linear Equations-Strategiht Lines; Matrics; Linear Programming, Geometric
Apptoach; Simplex Method; Sets-Counting; Probability; Probability-
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510 Has f Haslinger, J. Finite element approximation for optimal shape,
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Finite Element Approximation; Optimal Shape; Material; Topology Design;
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510 Hil m Hildebrand, Francis B. Methods of applied mathematics, 2nd ed. New Jersey: Prentice-
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26 MATEMATIKA
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510 Kem f Kemeny, John G Finite mathematics with business applications,2nd
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510 Kun m Kuntarti Matematika untuk SMA kelas XII,Jilid 3: program
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28 MATEMATIKA
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510 Kun m Kuntarti Matematika untuk SMA kelas XII,jilid 3 : program
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29 MATEMATIKA
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510 Kur m Kurnianingsih,Sri Matematika untuk SMA kelas X,jilid 1 Jakarta: Erlanggga,
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30 MATEMATIKA
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510 Lia f Lial, Margaret L. Finite mathematics Margaret, 5th New York: Harper
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Finite Mathematics; Lial; Miller; Greenwell; Linear Models; Systems-Linear
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510 Lia m Lial, Margaret L. Mathematics with applications in the management,
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fundamental of algebra; linear equations, functions and graphs; polynomial
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510 MAT Harold Parks ..[et.al] Mathematics in life, society and the world Upper Saddle River,
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Language-mathematics; Matheamtical structures, methods; Mathematics-
life; Descriotive statistics; Collecting, interpreting data; Inferential statistics;
Probabilty; Consumer mathematics; Mathematics-society; Game theroy;
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510 Mat Edited, Lynn Arthur
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510 Miz f Mizrahi, Abe Finite mathematics with applications For business
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35 MATEMATIKA
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510 Miz f Mizrahi, Abe Finite mathematics an applied approach, 7th ed. New York: John Wiley
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36 MATEMATIKA
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510 Miz m Mizrahi, Abe Mathematics for business and social sciences an
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510 Nag b Naga, Dali S. Berhitung Sejarah dan pengembangannya Jakarta: PT.
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510 Nas l Nasution, Andi Hakim Landasan matematika Jakarta: Karya Aksara,
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510 Pra m Prahmana, Rully
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510 Pur m Purwanto,Joko Matematika Progresif untuk SD kelsa 6, jil.6 Jakarta: Widya Utama,
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510 Ste n Stewart, Ian Nature's Numbers The Unreal Reality of
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510 Suk m Sukino Matematika untuk SMP kelas IX,jil.3 (Semester 1
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510 Suk m Sukino Matematika untuk SMP kelas VIII,jil.2 (Semester 1
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53 MATEMATIKA
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510 Suk m Sukino Matematika SMP untuk kelas VII,jil.1 (Semester
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510 Sul m Sulistiyono Matematika untuk SMA kelas XI,jilid 2. Jakarta: Erlangga,
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510 Sul m Sulistiyono Matematika untuk SMA kelas XI,Jilid 2 : program
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56 MATEMATIKA
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510 Sul m1 Sulardi Pandai Berhitung Matematika untuk SD kelas I,
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57 MATEMATIKA
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510 Sul m1 Sulardi Pandai Berhitung Matematika untuk SD kelas I,
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58 MATEMATIKA
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510 Sul m2 Sulardi Pandai Berhitung Matematika untuk SD kelas
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59 MATEMATIKA
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510 Sul m2 Sulardi Pandai Berhitung Matematika untuk SD kelas
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60 MATEMATIKA
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510 Sul m3 Sulardi Pandai Matematika untuk SD kelas 3,jil. 3B
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61 MATEMATIKA
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510 Sul m3 Sulardi Pandai Matematika untuk SD kelas 3,jil. 3A
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62 MATEMATIKA
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510 Sul m4 Sulardi Pandai Berhitung Matematika untuk SD kelas
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63 MATEMATIKA
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510 Sul m4 Sulardi Pandai Berhitung Matematika untuk SD kelas
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510 Sul m5 Sulardi Pandai Berhitung Matematika untuk SD kelas
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65 MATEMATIKA
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510 Sul m5 Sulardi Pandai Berhitung Matematika Untuk SD Kelas
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66 MATEMATIKA
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510 Sul m6 Sulardi Pandai Berhitung Matematika untuk SD kelas
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67 MATEMATIKA
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510 Sul m6 Sulardi Pandai Berhitung Matematika untuk SD kelas
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68 MATEMATIKA
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510 Tan a Tan, Soo Tang Applied finite mathematics, 5th Pacific Grove, CA:
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Applied Finite; Mathematics; Tan; Straight Lines, Linear Functions; Systems-
Linear Equations, Matrices; Linear Programming: Geometric Approach,
Algebraic Approach; Mathematics-Finance; Sets-Counting; Probability;
Probability Distributions-Statistics; Markov Chains; Theory-Game;
Introduction-Logic; System-Real Numbers
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69 MATEMATIKA
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510 Teb b Tebbut, Peter Basic Mathematics for chemists, 2nd ed New York: John Wiley
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equations, functions and graphs; special functions; practical statistics;
differential calculus; integral calculus; differential equations; statistics for
theoretical chemistry; complex numbers, vectors, determinants and
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70 MATEMATIKA
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510 Tin f Tinker, Michael Further mathematics for the physical sciences New York: John Wiley
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complex numbers; vector algebra; determinants and matrices;
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71 MATEMATIKA
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510 Whe c Wheeler, Ruric College mathematics for business, economics, life
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510 Wil m Wilkes, F.M. Mathematics for business, finance and economics,
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510.010 Suv m Suvorov, I. Matematika tingkat tinggi Jakarta: Pradnya
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510.1 Rei t Landau, L.D. Theory of elasticity Oxford: Pergamon
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510.285 Bah m Bahder, Thomas B. Mathematics for scientists and engineerings Reading, MA: Addison-
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building blocks; working with list; scoping constructs; functions; symbolic
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510.285 Sha a Shaw, William T. Applied mathematica getting started, getting it
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Introduction-mathematica; Managing Data-Mathematica; Importing Data;
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81 MATEMATIKA
TERAPAN
510.711 Bir m Bird, J.O. Mathematics for electrical technicians, 2nd ed England: Longman
Scientific & Technical,
1994
Mathematical Electrical Tehcnicians; Bird; may; Revision-Methods-
Differentiation; Solution-Equations; Interative Methods; Partial Fractions;
matrix Arithmetic; Determinant-Matrix; Complex Number; Moivre-Theorem;
Hyperbolic Functions; Relationship-Trigonometric; Differential-Implicit
Function; Function Defined parametrically; Logarithmic Differentiation;
Inverse Trigonometric; Inverse Hyperbolic Functions; Partial Differentiation;
Total Differential; Rates-Chenges; Basic Integration; laplace Transforms;
Harmonic Analysis; Fouries Series; Range
[Q/01833, Q/02003] 2
82 MATEMATIKA
TERAPAN
510.76 Bra m Bramson, Morris Mathematics Advanced test New York: ARCO,
1977
M/03095 1
83 MATEMATIKA
TERAPAN
510.76 Kar m Karlin, Samuel Mathematical methods and theory in games,
programming and economics volume I : matrix,
games, programming & mathematical economics
Reading, Mass:
Addison-Wesley,
M/03098 1
84 MATEMATIKA
TERAPAN
510.76 Kar m Karlin, Samuel Mathematical methods and theory in games,
programming and economics volume II : the theory
of infinite games
Reading, Mass:
Addison-Wesley, 1959
M/03097 1
85 MATEMATIKA
TERAPAN
511.11 Los m Loskutov, V. Mathematical control machines Moscow: Peace
publisher, [..]
M/03100 1
86 MATEMATIKA
TERAPAN
511.11 Wil p Willers, FR.A. Practical analysis the graphical and numerical
methods
New York: Dover
Publisher Inc,1948
M/03101 1
87 MATEMATIKA
TERAPAN
511.131 Cha s Chin-Liang Chang Symbolic logic and Mechanical theorem proving Orlando: Academic
Press, 1973
M/03106, M/02316 2
88 MATEMATIKA
TERAPAN
511.2 Pre i Preparata, Franco P. Introduction to discrete structures for computer
sciences and engineering
Reading, Mass.:
Addiosn-Wesley, 1973
M/03107 1
89 MATEMATIKA
TERAPAN
511.3 Cul m Culberson, James T. Mathematics and logic for digital devices New Jersey : D.Van
Nostrand Com.Inc,
1958
M/03105 1
90 MATEMATIKA
TERAPAN
511.3 Dis editor, Lucas, William F Discrete and system models with 133 illustrations New York: Springer,
1982
M/05335 1
91 MATEMATIKA
TERAPAN
511.3 Gen b Gemignani, Michael C. Basic concepts of mathematics and logic Philippines: Addison-
Wesley, 1988
[M/03109, M/03110] 2
92 MATEMATIKA
TERAPAN
511.8 Ari m Aris, Rutherford Mathematical Modeling Techniques New York: Dover,
1994
what is a model; different types of models; how to formulate a model; how
should a model be manipulated into its most responsive form; how should a
model be evaluated
Q/04017, Q/04015,
Q/04016
3
93 MATEMATIKA
TERAPAN
511.8 Bas a Basmadjian, Diran The art of modeling in science and engineering Boca Raton: CRC
Press, 1999
setting up to balances; more about mas, energy, and momentum balances;
ordinary differential equations; the laplace transformation; special topics;
partial differential equations: classification, types and properties; some
simple transformation and solutions; vector calculus: generalized transfort
equations; solution models for partial differential equations
Q/02376, Q/01045 2
94 MATEMATIKA
TERAPAN
511.8 Ben i Bender, Edward A. An Introduction to Mathematical Modeling New York: Dover,
2000
what is modeling; elementary models; arguments from methods; graphical
methods; basic optimizations; basic probability; potpourri; approaches to
differential equations; quantitative differential equations; local stability
theory; more probability
Q/04012, Q/04013,
Q/04014
3
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95 MATEMATIKA
TERAPAN
511.8 Fow m Fowler, A.C. Mathematical models in the applied sciences Cambridge:
Cambridge University
Press, 1997
Mathematical Modeling; Methods; Nondimensionalization; Asymtotics;
Pertirbation Methods; Classical Models; Viscous Flow; Solid Mechaniscs;
Electromagnetism; Continuum Models; Enzyme Kinetics; Belousov-
Zhabotinski Reaction; Spruce Budword Infestations; Cemical Reactors;
Groundwater Flow; Convection-Porous Medium; River Flow; One-
Dimensional Two-Phase Flow; Advanced Models; Alloy Solidification; Ice
Sheet Dynamics; Chemosensory Respiratory Control; Frost Heave-Freezing
Soils; Fowler
Q/01922 1
96 MATEMATIKA
TERAPAN
511.8 Ger n Gersgenfeld, Neil The Nature of mathematical modeling New York: Cambridge
University Press, 1999
Nature; Mathematical Modeling; Gershenfeld; Analytical Models; Ordinary
Differential-Difference Equations; Partial Differential Equations; Variational
Principles; Random Systems; Numerical Models; Finite Differential Ordinary
Differential Equations; Finite Differential Partial Differential Equations; Finite
Elements; Cellular Automata-Lattice Gases; Observational Models;
Function Fitting; Transforms; Architectures; Optimization-Search; Clustering-
Density Estimation; Filtering-State Estimation; Linear-Nonlinear Time Series
Q/01006, Q/01921,
Q/01024
3
97 MATEMATIKA
TERAPAN
511.8 Had m Hadlock, Charles R. Mathematical Modeling in the environment Washington: MAA,
1998
interdisciplinary introduction to selected problems in ground water air
polution, and hazardous materials; ground water; air quality modeling;
hazardous materials management; additional topics in ground water;
additional topics in air modeling and diffusion processes; additional topics in
hazardous materials modeling
Q/01920, Q/01462,
M/05307
3
98 MATEMATIKA
TERAPAN
511.8 Had s Hadlock, Charles R. Supplementary material and solutions manual for
mathematical modeling in the environment
USA: MAA, 1998 ground water; air quality modeling; hazardous materials management;
additional topics in ground water; supplementary material and solutions
manual for mathematical modeling in the enviroment; additional topics in air
modeling and diffusion processes; additional topics in hazardous materials
modeling
Q/01108, Q/01107 2
99 MATEMATIKA
TERAPAN
511.8 Hri m Hritonenko, Natali Mathematical modeling in economics,ecology and
the environment
London: Kluwer, 1999 principles of model construction; aggregate models of economic dynamics;
modeling of technological change; multi sector linear economic models;
models of controlled technological renovation; optimization models of
economic renovation; mathematical models of biological communities;
models of air pollution propagation; models of water pollution propagation;
modeling of enviromental impact and resource extraction; models of world
dynamics: structure and results; models for pollution propagatio control in
air and water
Q/01155 1
100 MATEMATIKA
TERAPAN
511.8 Ist m Istas, Jacques Mathematical Modeling for the Life Sciences Springer, 2005 Continous time systems; discrete time dynamical system; game theory and
evolution; markov chains and diffusions; random arborescent models;
statistics
M/07609, M/07610,
M/07611, M/07612,
M/07613
5
101 MATEMATIKA
TERAPAN
511.8 Ker p Kerami, Djati Pemodelan Matematis : buku materi pokok MATA
4324/4SKS/Modul 1-12
Universitas Terbuka,
2015
M/07649, M/07677,
M/07678, M/07695
4
102 MATEMATIKA
TERAPAN
511.8 Mac i MacCluer, Charles R. Industrial mathematics modeling in industry,
science and government
Upper Saddle River,
NJ: Prentice-Hall, 2000
Statistical reasoning; Monte carlo methods; Data acquisition, Manipulation;
Discrete fourier transform; Linear programming; Regression; Cost-benefit
analysis; Microeconomics; Ordinary differential equations; Frequency-
domain methods; Partial differential equations; Divided differences;
Galerkin's methods; Spliness; Report writing
Q/01003, Q/00603,
Q/00994, Q/01918
4
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103 MATEMATIKA
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511.8 Mar c Mardiyati, Sri Conductivity Model Construction for Transversely
Isotropic Earth : forward and inverse approaches
UI Press, 2015 M/07552, M/07553,
M/07854, M/07855,
M/07856
5
104 MATEMATIKA
TERAPAN
511.8 Mes c Mesterton, Gibbons
Michael
A Concrete approach to mathematical modelling New York: John Wiley
& Sons,Inc., 1995
Deterministics; Probability; Utility; Models; Mathematical-modellingMichael;
Deterministls View; Equilibrium; Optimal Control-Utility; Validating-Model;
Validation: accept; Improve; Reject; Probabilistic View; Birth-Death-
Probabilistic Dinamics; Stationary Distributions; Optimal Descision-Reward;
Art-Application; Using-Model Estimation; Bulding Model-Adapting,
Extending, Combining; Toward More Advanced Models; Further Dynamical
Systems; Further Flow Diffusion; Further Optimization
Q/01913, M/05324 2
105 MATEMATIKA
TERAPAN
511.8 Mey c Meyer, Walter J. Concepts of mathematical modeling New York: McGraw-Hill
Book Com., 1985
Mathematical model; Numerical computer realization; Computer analysis;
Matheamtical simulation-analysis; Mathematical model; Elastic
deformations; Stressed
M/03142, M/03143,
M/06304, M/06305
4
106 MATEMATIKA
TERAPAN
511.8 Moo c Mooney, Douglas D. A Course in mathematical modeling Kentucky: MAA, 1999 modeling basics, purpose, resolution, and resources; discrete dynamical
systems; discrete stochasticity; stages, states, and classes; empirical
modeling; continuous models; continuous stochasticity
Q/01916 1
107 MATEMATIKA
TERAPAN
511.8 Odu mn Odum, Howard T. Modeling for all scales an introduction to system
simulation
New York: Academic
Press, 2000
modeling and simulation; energy systems diagramming; numbers on
networks; simulation; simulation with picture blocks for extend; simulation
with general systems block for extend; equations from diagrams; calibrating
models; simulating with spreadsheet; programming in basic; simulating with
stella; simulating emergy and transformity; models of production and
recycle; models of growth; models of competition and cooperation; models
of series and oscillation; minimodels of succession and evolution; models of
microeconomics; models of macroeconomic; models of international
relations and trade; models of the global geobiosphere; modeling projects
and complexity; simulation approaches; programming energy systems
blocks for simulating with extend; notes on computer use and basic
programming
Q/01169 1
108 MATEMATIKA
TERAPAN
511.8 Pol m Polukhin, P.I. Mathematical simulation and computer analysis of
thin-strip rolling mills
Moscow: MIR Publ.,
1975
M/03144 1
109 MATEMATIKA
TERAPAN
511.8 Svo m Svobodny, Thomas Mathematical modeling for industry and
engineering
Upper Saddle River:
Prentice-Hall, 1998
Modeling adventure; Stability and bifurcations; Dimensions; Growth and
relaxation; Vibrations; Random Thinking; Random processes; Complex
systems; Snakes-Chains; Waves; Diffusions
Q/01911 1
110 MATEMATIKA
TERAPAN
511.8 Upa i Upadhyay, Randit Kumar Introduction to Mathematical Modeling and Chaotic
Dynamics
CRC Press, 2014 M/08061, M/08146 2
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111 MATEMATIKA
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511.8 Wal m Walter, Martin Mathematics for the Environment CRC Press, 2011 Earth climate and some basic principles; economic instability ongoing
causes; we all soak in synthetic chemical soup; mathematics food, soil
water, air, free speech; mathematics and energy; the brower cousteu model
of the earth; fuzzy logic, sharp logic, frames, and bigger pictures; the
dunbar number; math and nature the nature of math; one pattern viewed via
geometry and number mathese; axioms and atom; five more axioms for
numbers; what patterns can be deduced in our deductive system; one of the
oldest mathematical pattern; a short story and some numberless
mathematics; a set social rules for the warlpiri people; counting exactly;
equivalence relation and counting; box models population, money,
recycling; some population numbers; basic mathematical patterns in
population growth; box models, money, recycling, epidemics; chance health
and news; surveillance, spies, snitches, loss of privacy and life; identity
theft, encryption, torture, planespotting; matheamtical concept of money;
energy and thermodynamics; stingexcutive information systems; marketing
information system
M/07328 1
112 MATEMATIKA
TERAPAN
511.8 Zhi m Zhien Ma Modeling and Dynamics of Infectious Diseases
(Series in Contemporary Applied Mathematics)
World Scientific
Publishing Company,
2009
M/07028, M/07579,
M/07580, M/07581,
M/07582, M/07583
6
113 MATEMATIKA
TERAPAN
512.13 Roc p Rockswold, Gary K. Precalculus through modeling and visualization Reading, MA: Addison-
Wesley, 2000
introduction to Functional and graphs; Linear functions and equations;
Nonlinear functions and equations; Inverse functions; Trigonometric
functions; Trigonometric indentities and equations; Further topics in
trigonometry; Systems of equations and inequalities; further topics in
Algebra
Q/02130 1
114 MATEMATIKA
TERAPAN
512.62 Bur f Burnett, David S. Finite element analysis from concepts to
applications
Reading Mass.:
Addison Wesley, 1987
what is finite element methods; outline of problems treated in this book;
element concept; physical applications for 1d boundary value problems;
boundary value problems: linear elements; higher order elements; raltice
performance of the different elements; eigenproblems; initial boundar value
problems: diffusion; dynamics; 2-d baoundary value problems; elasticity
Q/00721 1
115 MATEMATIKA
TERAPAN
512.94 Ste i Stewart, G.W. Introduction to matrix computation New York: Academic
Press, 1973
M/03337 1
116 MATEMATIKA
TERAPAN
512.943 Pip Pipes, Louis A. Matrix Methods for engineering Englewood Cliffs:
Prentice Hall, 1963
M/03286, M/03287 2
117 MATEMATIKA
TERAPAN
514.32 Gau edited: John Sporring
...[et.al]
Gaussian scale-space theory Boston: Kluwer
Academic, 1997
applications of Scale-Space Theory; Enhancemen of Fingerprint Images
using shape-adapted scale space operators; Optic Flow and Stereo; History
of Gaussian Scale-Spaces Axiomatics; Scale-Space and Measurement
Duality; Axiomatic Foundations of Linear Scale-Space; Scale-Space
Generators and Functionals; Invariance Theory of Stochastic Analisys of
Image Acquisition and Scale-Space Smoothing; Structure; Local Analysis of
Image Scale Space; Local Morse Theory for Gaussian Blurred Functions;
Critical Point Evants in Affine Scale-Space; Topological Numbers and
Singularities; Multi-Scale Watershed Segmentation; Non-Linear Extensions;
Morphological Equicalent of Gaussian Scale-Space; Nonlinear Diffusion
Scale-Spaces; Spossing; Nielsen; Florack; Johansen
Q/02091 1
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118 MATEMATIKA
TERAPAN
514.74 Hol f Holmgren, Richard A. A First course in discrete dynamical systems, 2nd
ed.
New York: Springer-
Verlag, 1996
quick look at fnctions; Topology of Real Number; Periodic Points and
Stables Sets; Sarkovsiis Theorem; Differentiability and its Implications;
Parametrized Famillies; Logistic Function; Sets; Chaos; Topological
Conjugacy; Symbolic Dynamics; Newton-Method; Numerical Solution and
Differential Equations; Dynamics of Complex Functions; Quadratic Family;
Mathematica Algorithms
Q/02090, Q/03809 2
119 MATEMATIKA
TERAPAN
515 Ary m Arya, Jagdish C. Mathematical analysis for business, economics
and the file and social sciences, 4th
Englewood Cliffs, NJ:
Prentice-Hall, 1993
Mathematical Analysis; Business; Economics; Social Sciences; Arya;
Algebra; Equations-One Variable; Inequalities; Straigh Lines; Functions-
Graphs; Logarithms-Exponentials; Finite Mathematics; Progressions-
Mathematics-Finance; Probability; Matrix Algebra; Inverses-Determinants;
Linear Programming; Derivative; Calcululations-Derivatives; Optimization-
Curve Sketching; More-Derivatives; Integration; Definite Integral; Several
Variables
Q/02116, Q/02117 2
120 MATEMATIKA
TERAPAN
515 Bar a Barnett, Raymond A. Applied calculus for business, economics, life
sceinces and social sciences, 6th
Upper Saddle River,
NJ: Prentice-Hall, 1997
Calculus Q/02107 1
121 MATEMATIKA
TERAPAN
515 Bar a Barnett, Raymond A. Applied calculus for business, economics, life
sceinces and social sciences, 7th
Upper Saddle River,
NJ: Prentice-Hall, 2000
library of elementary functions; calculus; derivative; graphing and
optimizatin; additional derivative topics; integration; additional integration
topics; multivariable calculus; differential equations; taylor polynomials and
infinite series; probability and calculus; trigonometric functions
Q/02105, Q/02104 2
122 MATEMATIKA
TERAPAN
515 Bar a Barnett, Raymond A. Calculus for business, economics, life sciences
and social sciences, 8th ed
New Jersey: Prentice
Hall, 1999
beginning library of elementary functions; additional elementary functions;
derivatice; graphing and optimization; additional derivative topics;
integration; additional integration topics; multivariable calculus;
trigonometric functions; basic algebra review;
Q/04698, Q/02106 2
123 MATEMATIKA
TERAPAN
515.1 Hae i Haeussler, Ernest F. Introductory Mathematical Analysis for business,
Economics, and the Life and Social Sciences,10th
ed.
Upper Saddle
River,NJ: Prentice
Hall, 2002
Mathematical Analysis; Business; Economics; Social science; algebra;
equations; function; Graphs; lines; parabolas; logarithmic;matrix; linear
programming; finance; probability; Statistics; limits; random variables;
multivariable calculus
Q/00676 1
124 MATEMATIKA
TERAPAN
515.243 Kai f Burnett, David S. A Friendly guide to wavelets Gerald Kaiser Boston: Birkhauser,
1997
basic wavelets analysis; preliminaries: background and notation; windowed
fourier transform; continuous wavelets transforms; generalized frames: key
to analysis and synthesis; discrete time frequency analysis and sampling;
discrete time scale analysis; multiresolution analysis; daubechies
orthonormal wavelets bases; physical wavelets; introduction to wavelets
electromagnetics; application to radar and scattering; wavelet acoustics
Q/03902 1
125 MATEMATIKA
TERAPAN
515.252 Mas n Maslova, Nina B. Nonlinear evoluation equations: kinetic approach Singapore: World
Scientific, 1993
Kinetic Approach; Nonlinear Evaluations; Evaluation Ecuations; Maslova;
Approximations; Nonlinear Evolution Equation; Boltzmann Equaiton;
Transport Operators; Steady-State Solutions; Linear Boltzmann
EquationNonlinear Stedy-State Problem; Initial-Boundary value problems;
Statistical Solutions-Euler Equations
Q/02005 1
126 MATEMATIKA
TERAPAN
515.35 Cha edited, P. Fischer Chaos, fractals, and dynamics New York: Marcel
Dekker, 1985
Chaostraphes, Intermittency, and noise; outstructure of the loren attractor;
Chaos solutions in cooperative peeling; unfolding of degerate bifurcations;
axiom; chaos without noise; chaostraphes of forced van der pol systems;
numerical solutions of the lorenz equations; singular delay differential
equations; feigenbaum functions as dynamical systems; chaos of
dynamical systems; network perturbations of electrical circuits and singular
perturbation of dynamical systems; dynamics of interated maps;
Q/01532 1
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127 MATEMATIKA
TERAPAN
515.35 Kev m Kevorkian, J. Multiple Scale and Singular Perturbation New York: Springer,
1996
limit process expansions for ordinary differential equations; limit process
expansions for partial differential equations; method of multiple scales for
ordinary differential equations; near identity averaging transformations:
transient and sustained resonance; multiple scale expansions for partial
differential equations
Q/04010 1
128 MATEMATIKA
TERAPAN
515.35 Per d Perko, Lawrence Differential equations and dynamical systems, 2nd
ed
New York: Springer
Verlag, 1986
Differential Equations-Nonlinear; Dynamical Systems; Bifurcation Theory;
Perko; Linear Systems; Nonlinear Systems: Local Theory; Nonlinear
Systems: Global Theory; Nonlinear Systems: Bifurcation Theory
Q/01560, Q/04162,
M/04988
3
129 MATEMATIKA
TERAPAN
515.35 Rub p Rubinstein, Lev Partial differential equation in classical
mathematical physics
Cambridge:
Cambridge University
Press, 1998
Typical Equation-Mathematical Physics; Chauchy Problem-Partial
Differential Equations; Method-Traveling Waves; Linear Hyperbolic
Equation; Independent Variables; 2-Dimensional Wave Equation; Harmonic
Functions; Green-Functions; Element-Potensial Theory; maximum
Principles-Parabolic Equation; Fourier Equation; Volterra Integral Equation;
Sequences-Parabolic Functions; Fourier Methods-Bounded Regions;
Integral Transform Methods; Asymptotic; Rubinstein
Q/01570 1
130 MATEMATIKA
TERAPAN
515.35 Sol edited: David Barrow
..[et.al]
Solving differential equations with maple V release
4
Pacific: Grove
Brooks/Cole, 1998
Differential Equations-maple; Higher Order Equations; application of higher
order equations; Laplace Transforms; Systems; Phase Plane; Numerical
Solutions of Systems; Partial Differetnial Equations; Project
Q/01557, Q/00623,
M/04783
3
131 MATEMATIKA
TERAPAN
515.352 Clo m Close, Charles M. Modeling and analysis of dynamic systems, 2nd New York: John Wiley
& Sons, 1995
Translational mechanical systems; Standard forms-system models;
Rotational machanical systems; Electrical systems; Analytical solution-
linear models; Laplace transform; Transfer function analysis; Developing-
linear model; Electromechanical systems; Thermal systems; Hydraulic
systems; Block diagrams; Feedback system modeling; Design tools;
Computer analysis
Q/01552 1
132 MATEMATIKA
TERAPAN
515.352 Lop p Lopez, Gustavo Partial differential equations of first order and their
applications to physics, 2rd ed.
Singapore: World
Scientific, 1999
Geometri concepts-generalities; Partial differential equations; Physical
applications; Nonlinear partial differential equations; Characteristic surfaces-
linear partial
Q/02329 1
133 MATEMATIKA
TERAPAN
515.353 Con c edited, Eduardo Casas Control of partial differential equations and
application ( proceeding of the IFIP WG 7.2
international conference, Laredo, Spain Eduardo,
Casas )
New York: Marcel
Dekker, 1996
Algorithm-interio points; Optimality conditions; Hamilton-jacobi equations;
Neumann boundary condition; Modelling-control; Stokes; Navier-stokes
systems; Boundary control; Time minimal control; Isotropic elasticity
systems; Analysis-control; parabolic control problems; Sensitive distributed
systems; Hybrid system arising; Differentiability-projection; Optimal control-
vibrations; Formation theory; Optimal control-free boundaries; Stability
theorem-linear-quadratic
Q/02385 Tidak Ada 1
134 MATEMATIKA
TERAPAN
515.353 Coo i Cooper, Jeffery M. Introduction to partial differential equations with
MATLAB
Boston: Birkhauser,
1998
Partial; Differential Equations; MATLAB; Cooper; First-Oreder Equation;
Diffusion; Deat Equation; Wave; Fourier Series; Fourier Transform; Higher
DimensionsEquilibrium; Numerical Methods; Epilogue: Classification;
Resiples-Formular; Elements-MATLAB
Q/02386, Q/01565,
Q/01566, Q/01567
4
135 MATEMATIKA
TERAPAN
515.353 Sin f Singh, Sankatha Fixed point theory and best approximation the
KKM-map principle
Dordrect: Kluwer
Academic, 1997
introductory concepts and fixed point theorems; approximation theorem;
principle and application of kkm maps; partitions of unity and applications;
application of fixed points to approximation theory
Q/01580 1
136 MATEMATIKA
TERAPAN
515.353 Ste p Stephenson, Geoff Partial differential equations for scientists and
enggineers
Singapore: Imperial
College Press, 1996
Basic-differential equations; Series solutions-ordinary differential equations;
Fourier methods; Differential equations-physics, engineering; Separation-
variables techniques; Eigenfuncton expansions; Application-eigenfunction-
partial differential equations; Green's functions; Transformation methods;
Perturbation, Dipersion; SOme numerical techniques
Q/01816 1
137 MATEMATIKA
TERAPAN
515.353 Sto edited, Guiseppe da
Drato
Stochastic partial differential equations and
applications
New York: Marcell
Dekker, 2002
Stochastic Partial Differential Equations; Riemannian geometry; Theory of
random; Martingale
Q/00923, Q/00922 2
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138 MATEMATIKA
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515.353 Zau p Zauderer, Erich Partial differential equations of applied
mathematics
New York: John Wiley
& Sons, 1989
random waks and partial differential equations; first order partial differential
equations; classification of equations and characteristics; initial and
boundary value problems in bounded regions; integral transforms; integral
relations; green functions; variational and other methods; perturbation
methods; asymptotic methods
Q/01622 1
139 MATEMATIKA
TERAPAN
515.355 Deb n Debnath, Lokenath Nonlinear partial differential equations for
scientists and engineers
Boston: Birkhauser,
1997
linear partial differential equations; nonlinear model equations and
variational principles; first order, quasi linear equations and the methods of
characteristics; first order nonlinear equations and their applications;
conservation laws and shock waves; nonlinear dispersive waves and
whitham equations; nonlinear diffusion reaction phenomean; solitons and
the inverse scattering transform; nonlinear schrodinger equations and
solitary waves; nonlinear klein gordon and sine gordon equations;
asymptotic methods and nonlinear evolution equations
Q/02392 1
140 MATEMATIKA
TERAPAN
515.38 Ful m Fulford, Glenn Modelling with differential and difference equations New York: Cambridge,
1997
simple models in mechanics; models with difference equations; futher
mechanics; coupled models; newtonian mechanics; mechanics before
newton; kinematics and dynamics; newton lws; gravity near the earth; units
and dimensions; kinematics on a line; displacemnet and velocity;
derivatives as slopes; differential equations and antiderivatives; rpes and
pulleys; tension in the rope; solving pulley problems; futher pulley systems;
symmetry; friction; coefficient of friction; further applications; differential
equations: linaerity and shm; guessing solutions; linearity; difference
equations; introductory example; iteration and cobweb diagrams; linaer
difference equations in finance and economics; interest and loan
repayment; linaer models for population growth; linaerizing nonlinaer
equations; random mating with equal survival; exponential growth; restricted
growth; modelling heat flow; insulating a pipe; modelling pollution; motion in
a fluid medium; archimedes principle; falling sphere; damped oscillation;
motion in a plane; kinematics; uniform circular motion; model with linaer
interactin; solving constant; nutrient exchange in the placenta; nonlinear
coupled model;s predator prey interaction; phase plane analysis; models of
Q/00991, Q/00968 2
141 MATEMATIKA
TERAPAN
515.62 Gup f Gupta, O.P. Finite and boundary element mehtods in
engineering
New Delhi: Oxford,
2000
introduction and basic conceots; elastic stess analysis using linaer
elements; some mathematical fundamentals and computer algorithms;
variatinal approach and heat flow analysis; weighted residue technique and
unsteady state heat flow analysis; beams, plates and shells; nonlinaer,
curved, isopoarametric elements and advanced plate, shell elements; fluid
flow; material nonlinearity including plasticity; creeping viscous flow and
metal forming; boundary element method: potential problems; boundary
element formulation for elastostatic problems; adaptive mesh refinement
and large problem solvers
Q/00853 1
142 MATEMATIKA
TERAPAN
515.624 Int editors, B. Bertram;
C.Constanda; A.
Structhers
Integral methods in Science and Engineering New York: Chapman &
Hall, 2000
Generalized inverse steklov problems; Random transform-incomplete data;
means-integrals; Conjugate gradient method; Solving kind integral
equations; Solving reaction-diffusion systems; Transverse shear
deformation; Piezoelectric micropolar elasticity; poissom equation solution;
Boundary element methods; Neutral functional differential equations;
Causal operators; Semi-analytic methods; Numerical approximation;
Markov integral operators; Acceleration waves; Dimensional numerical
model-chemotaxis; Asyomptotic analysis-fracture theory; Microscale heat
transfer equations; Dynamics; Boundary integral equation method
Q/01635 1
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143 MATEMATIKA
TERAPAN
515.9 Com edited: John L. Casti Complexity, Language, and Life : Mathematical
Approaches
Berlin: Heidelberg
Springer-Verlag, 1986
allowing forbiddin,but not requiring; a mathematic for a human world;a
theory of stars in complex systems; pictures as complex systems; a survey
of replicator equations; darwinian evolution in ecosystems; a survey of
some ideas and diffculties together with some possible solutions; on system
comlexity: identification, measurement, and management; on information
and complexity; organs and tools: a common theory of morphogenesis; the
language of life; universal principle of measurement and language functions
in evolving systems;
Q/00634 1
144 MATEMATIKA
TERAPAN
515.9 Rat m Ratnadewi Matematika Teknik untuk Perguruan Tinggi edisi
Revisi
Rekayasa Sains, 2016 M/07936 1
145 MATEMATIKA
TERAPAN
516.36 Ish m Isham, Chris J. Modern differential geometry for physicists, 2nd Singapore: World
Scientific, 1999
Introduction to topology; differential manifolds; vector fields and n forms; lie
groups; fibre bundles; connections in a bundle
Q/01725 1
146 MATEMATIKA
TERAPAN
519 Bud a Budnick, Frank S. Applied mathematics for business, economics and
the social sciences
New York: McGraw-
Hill, 1993
Applied Mathematics; Business; Economics; Social Sciences; Budnick;
preliminaries; linear equations; systems of linear equations; mathematical
functions; linear equations: applications; quadratic and polynomial
functions; exponential and logarithmic functions; mathematics of finance;
matrix algebra; linear programming; simple and computer solution methods;
transportation and assignment models; introduction to probability theory;
probability distributions; differentiation; optimization: methodology;
optimization: applications; integral calculus: an introduction; integral
calculus: applications; optimization: functions of severall variables
Q/01722, Q/01710 2
147 MATEMATIKA
TERAPAN
519 Fri p Friedman, Bernard Principles and techniques of applied mathematics New York: John Wiley
& Sons, 1956
M/02735 1
148 MATEMATIKA
TERAPAN
519 Hag a Hageman, Louis A. Applied iterative methods New York Academic
Press Inc. 1981
M/02659 1
149 MATEMATIKA
TERAPAN
519 Mus m Mustoe, L.R. Mathematics in engineering and science New York: John Wiley
& Sons, 1998
discrete mathematics; sequences and series; function; trigonometric and
hyperbolic functions; trigonometric and hyperbolic identities; differentiation;
maximum and minimum valus; integration; applications of integration;
vector algebra and geometry; matrices and determinants; linear equations;
nonlinear equations; power series; partial differentiation; futher numerical
methods; ordynary differential equations; secon order ordinary differential
equations; laplace transforms
Q/04127 1
150 MATEMATIKA
TERAPAN
519 Str i Strang, Gilbert Introduction to applied mathematics Massachusetts:
Wellesley-Cambridge
Press, 1985
M/02739 1
151 MATEMATIKA
TERAPAN
519.2 Bro i Brown, Robert Grover Introduction to random signals and applied Kalman
filtering with MATLAB exercises and solutions
New York: John Wiley
& Sons, 1997
probability and random variables; mathematical description of random
signals; response of linear systems to random inputs; wiener filtering;
discrete kalman filter, state space modeling and simulation; rediction,
applications, and more basics on discrete kalman filtering; continuous
kalman filter; smoothing; linearization and additional intermediate level
topics on applied kalman filtering; modeling: integratin of noninertial
measurements into ins; global positioning system; laplace and fourier
transforms
Q/01707, Q/03887 2
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152 MATEMATIKA
TERAPAN
519.2 Csi s Csiszar, I Stochastic differential and difference equations Boston: Birkhauser,
1997
conference venue; periodically correlated solutions; stochastic differential
equations; nonlinear SDE; composition of sketetons and support theorems;
inariant measure for an wave equation on a riemannian manifolds; dirichlet
forms, caccioppoli sets and skorohod equation; SPSA method; stochastic
processes associated with quantum fields; semilinear stochastic partial
differential equations; parallel numerical solution of a class of colterra
integro differential equations; linaer stochastic differential equations;
additive billinear state space representation of time series; convergence of
appproximations; optimal damping; forecast of levy nrownian motion;
maximal inequality; kinematics of stochastic mechanics; stochastic
equations in formal mappings; statistical analysis of nonlinear and non
gaussian time series; bilinear stpcjastic systems; stochastic nonlinear
partial differential equations; continuous time stochastic adaptive LQ
control; unvariant measures for diffusion processes in conuclear spaces;
degree theory wiener space; interacting measure value branching
processes
Q/01733 1
153 MATEMATIKA
TERAPAN
519.26 Con f Conca, C. Fluids and periodic srtuctures Chichester: John Wiley
& Sons, 1995
Fluid-solid structures; Homogenization-methods; Convergence; Spectral
Theory; Sprectral Problem; Asyomtotic Methods;
Q/01279 1
154 MATEMATIKA
TERAPAN
519.287 Dim editor, Howell Tong Dimension estimation and models Singapore: World
Scientific, 1993
Estimation-fractal dimension; Limits theorems-markov chains; Nonlinear
modeling-multivariate; Categorical time series; Processes-continuous time;
Bilinear time series models
Q/01278 1
155 MATEMATIKA
TERAPAN
519.3 Gre o Greig, D. M Optimisation Longman Mathematical Texts London: Longman,
1980
M/05284 1
156 MATEMATIKA
TERAPAN
519.3 Hof e Hofbauer, Josef Evolutionary Games and Population Dynamics New York: Cambridge,
1998
dynamical systems and lotka volterra equations; logistic growth; lotka
volterra equations for predator prey systems; the lotka volterra equations for
two competing species; ecological equations for two species; lotka volterra
equations for more than two populations; games dynamics and replicator
equations; evolutionarity stable strategies; replicator dynamics; other games
dynamics; adaptive dynamics; asymmetric games; more on bimatrix
games; permanence and stability; catalytic hypersycles; criteria for
permanence; replicator networks; stability of species communities; some
low dimensional ecological systems; heteroclinic cycles: poincare maps and
characteristic matrices; population genetic and game dynamics; discrete
dynamical systems in population genetics; continuous selection dynamics;
mutation and recombination; fertility selection; game dynamics for
mendelian populations;
Q/01076, Q/00974,
Q/01159
3
157 MATEMATIKA
TERAPAN
519.3 Sam e Samuelson, larry Evolutionary games and equilibrium selection London: MIT, 1997 Games;Equilibrium;Mathematics Q/00964 1
158 MATEMATIKA
TERAPAN
519.7 Bei a Beightler, Charles S. Applied geometric programming New York: John Wiley
& Sons, 1976
M/02687 1
159 MATEMATIKA
TERAPAN
523 Ach e Acheson, D.J. Elementary Fluid Dynamics Oxford: Clarendon,
1990
Elementary ciscous flow; waves; classical aerofoil theory; vortex motion;
navier stoker equations; very viscous flow; boundary layers; instability
Q/00799 1
160 MATEMATIKA
TERAPAN
530.13 Gra l Gratzer, George Lattice Theory : Foundation Birkhauser Verlag,
2010
Dristributive lattices; pseudocomplementation; congruences; lattice
contructions; modular and semimodular lattices; varieties of lattice;
isomorphism; preorderings; jain formula; neutral elemets; structures
theorems; gluing; chopped lattice; boolean tripes; geometric lattices;
partition lattices; complemented modular lattices; wquational based; the
amalgamation property
M/06833 1
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161 MATEMATIKA
TERAPAN
530.13 Mar n Marro, Joaquin Nonequilibrium phase transitions in lattice models Cambridge:
Cambridge University
Press, 1999
Nonequibrium; Phase Transitions; Lattice Models; marro; Dickman; Driven
Lattice Gases; Catalysis Models; Contact Process; Models-Disorder;
Conflicting Dynamics; Partice Reaction Models
Q/00320 1
162 MATEMATIKA
TERAPAN
530.141 Ula a Ulaby, Fawwaz T. Fundamentals of Applied Electromagnetics 2001
media Edition
New York: Prentice
Hall, 2001
waves and phasors; transmission lines; vecotr analysis; electrostatics;
magnetostatics; maxwell's equations for time varying fields; plane wave
propagation; wave reflection; transmission; wave reflection; transmission;
geometrc optics; radion; antennas; stellite communication systems; radar
sensors
Q/00680 1
163 MATEMATIKA
TERAPAN
530.15 Arf m Arfken, George B. Mathematical methods for physicists, 4th San Diego,CA:
Academic Press, 1995
Mathematical Methods; Physicists; Arfken; Weber; vector analysis; vector
analysis; in curved coordinates and tensors; determinants and matrices;
group theory; infinte series; functions of a complex variable: analytic
properties mapping, calculus of residues; differential equations; sturm
liouville theorey orthogonal functions; gamma functions; bessel functions;
legendre functions; special functions; fourier series; integral transforms;
integral equations; calculus of variations; nonlinear methods and chaos
Q/04049 1
164 MATEMATIKA
TERAPAN
530.15 Bat w Battle, G. Wavelets and renormalizations Singapore: World
Scientific, 1999
Wavelets-Basic Theory; Renormalizations; Battle; Mathematical Sketches-
Quantum Physics; Equilibrium States-Classical Crystals; Wavelet
Introduction-Renormalization Group; Wavelet Analysis
Q/00319 1
165 MATEMATIKA
TERAPAN
530.15 Mat editor, A. Fokas...[et al] Mathematical Physics 2000 London: Imperial
College Press, 2000
modern mathematical physics; new applications of the chiral anomaly;
fluctuations and entropy driven space time intermittency in navier-stokes
fluids; superstrings and the unification of the physical forces; questions in
quantum physics; what good are quantum field theory infinities; constructive
quantum field theory; fouries laws; corpuscular structure of the spectra of
operators describing large systems; vortex and magneto dynamics;
topological perspective; gauge theory; random matrices as paradigm;
wavefunction collapes; schrodinger operators; classical three body problem;
infinite particle systems;supersymmetry
Q/00789 1
166 MATEMATIKA
TERAPAN
530.15 Nag i Nagashima, Hiroyuki Introduction to chaos physics and mathematics of
chaotic phenomena
Philadelphia: Institut of
Physics, 1999
Physics-Mathematics; Chaos; Chaotic Phenomena; Nagashia; Baba; Li-
Yorke Chaos,Topological Entropy; Routes-Chaos; Chaos Realistic
Systems;
Q/00317, Q/00318 2
167 MATEMATIKA
TERAPAN
531.05 Hal d Hale, Jack K. Dynamics and bifurcations New York: Springer
Verlag, 1991
Bifurcations; Scalar Autonomous Equations; Scalar Maps; Planar
Autonomous Systems; Linear System; Near Equilibria; Dimensions; Hale;
Kocak; elementary bifurcations; scalar nonautonomous equations;
bifurcation of periodic equations; on tori and circles; planar aoutonomous
systems; linear systems; near equilibria; presence of a zero eigenvalue;
periodic orbits; planar things considered; consevative and gradient systems;
planar maps; dimension two and one half; dimension three; dimension four
Q/00363, M/05171,
M/05356
3
168 MATEMATIKA
TERAPAN
531.05 Mao n Maoan Han Pei Yu Normal Forms, Melnikov Functions and
Bifurcations of Limit Cycles
Springer, 2012 M/07523, M/07524,
M/07525
3
169 MATEMATIKA
TERAPAN
531.05 Kuz e Kuznetsov, Yuri A Elements of Applied Bifurcations Theory 2nd ed Springer, 1995 M/07526, M/07527,
M/07528
3
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170 MATEMATIKA
TERAPAN
531.11 Tho n Thompson, J.M.T Nonlinear dynamics and Chaos, 2nd ed. England John: Wiley &
Sons, 2002
nonlinear dynamics;nonlinear phenomena; point attractor in autonomous
systems; limit cycles in autonomous systems; periodic attractor; chaotic
atractor; stability and bifurcation; iterated maps as dynamical systems;
stability and bifurcation of map; chaotic behaviour; flows, outstructures,
chaos; geometry of recurrence; lorenz system; rossler's band; geometry of
bifurcations; applications in the physical sciences; subharmonic resonances
of an offshore structure; chaotic motions; escape from a porential
Q/01232, Q/01118 2
171 MATEMATIKA
TERAPAN
532 Ale f Alexandrou, Andreas Principles of fluid mechanics London: Prentice Hall,
2001
conservation laws for closed systems; conservation lws for open systems;
differential view of fluid motion: fluid kinematics and deformation; differential
form of the conservation laws; dimensional analysis of fluid dystems; exact
analytic solutions; combined analytic and experimental solutions; ideal
inviscid flow; dynamics of rotationg fluids: turbomachinery; compressible
flow; experimental fluid dynamics; fundamentals of computational fluid
dynamics; basic mathematics of fluid dynamics
Q/00697 1
172 MATEMATIKA
TERAPAN
532.05 bat i Batchelor, G.K. An introduction to fluid dynamics New York: Cambridge,
2001
the physical properties of fluids; solids liguids and gases; the contuum
hypthesis; mechanical equilibrium; classical thermodynamics; distinctive
properties; kinematic of the flow field; specification of the flow field;
conservation of mass; analysis of the relative motion near a pointexpression
for the velocity distribution; singularities; vorticity distribution; irrotational
solenoidal flow; three dimensional flow dields extending to infinity; equations
governing the motion; material integrals in a moving fluid; expression for the
stess tensor; bernoullis theorem; complete set of equations governing fluid
flow; concluding remarks; flow of a uniform incompresible viscous fluid;
steady unidirectional flow; unsteady unidirectional flows; flow of a uniform
incompressible viscous fluid; steady unidirectional flow; akman layer at a
boundary; dynamical similarity and reynolds number; flow at large reynolds
number: effects of viscosity; irrotational flow theory and its applications; flow
of effectively inviscid fluid with vorticity
Q/00957 1
173 MATEMATIKA
TERAPAN
532.05 Tol h Tolstykh, Andrei I. High accuracy non-centered compact difference
schemes for fluid dynamics applications
Singapore: Wolrd
Scientific, 1994
Fluid Dynamics; High Accuracy; Non-Centered; Campact Difference;
Schemes; Tolstykh; third order schemes with compact upwind differencing;
some extensions of basic ideas; fifth order non centered compact schemes;
hyperbolic systems; compressible gas flows described; multidimensional
problems; aapications to incompressible flow problems
Q/03855 1
174 MATEMATIKA
TERAPAN
532.050 Com Edited: W.G. Habashi
M.M. Hafez
Computational fluid dynamics techniques Australia: Gordon &
Breach, 1995
Computational Fluid Dynamics; Techniques; Habashi; Mafez;
Computational Techniques-Transonic Flows; Computational Techniques-
Unsteady Flows; Computational Techniques-Hypersonic Flows;
Computational Techniques-Euler Equations; Computational Techniques-
Incompressible Navier-Stokes Equations; Computational Techniques-
Compressible; Computational Techniques-Turbulent Flows; Confergence
Acceleration Techniques; Grid Generation Techniques; Flow Control-Design
Problems
Q/00360, Q/00361 2
175 MATEMATIKA
TERAPAN
536.7 Bla t Black, William Z. Thermodynamics SI version, 3rd Tempat:
^bHarperCollins, 1995
concepts of thermodynamics; properties of substances; conservation of
mass; conservation of energy; entropy and second law of thermodynamics;
second law analysis of thermodynamics systems; gas cycles; vapor cycles;
thermodynamics relationships; thermodynamic behavior of real gases;
nonreacting gas mixtures; thermodynamics of chemical reactions; chemical
equilibrium; introduction to one dimensional compressible flow
Q/00708 1
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176 MATEMATIKA
TERAPAN
539 You Hugh D. Young...[et al] University physics with modern physic, 10th ed. Sanfrancisco Addison
Wesley 2000
mechanics; units, physical quantities and vectors; motion along a straight
line; motion in two or three dimensions; newton laws of motion; apprication
of newton laws; work and kinetic energy; potential energy and energy
conservation; momentum, impulse and collisions; rotation of rigid bodies;
dynamics of rotational motion; equilibrium and elasticity; gravitation;
perioduc motion; fluid mechanics; thermodynamics; temperature and heat;
thermal properties of matter; first law of thermodynamics; scond law of
thermodynamics; waves; wave intergerence and normal modes; sound and
hearing; electromanetism; electric charge and electric field; gauss laws;
electric potential; capacitance and dielectrics; current, resistancem and
electromotive force; direct current circuits; magnetic field and magnetic
forces; sources f magnetic field; electromagnetic induction; inductance;
alternating current; electromagnetic waves; the nature and propagation of
light; geometric optics; optical intruments; interenference; diffraction;
relativity; photons,electrons,and atoms; the wave nature of particles
quantum mechanics; atomic structure; molecules and condensed matter
nuclear physics; particle physics and cosmology; appendices
Q/00690 1
177 MATEMATIKA
TERAPAN
541.028.5 Bum c Bumble, Stan Computer generated physical properties Boca Raton: CRC
Press, 1999
emergence of computational chemistry; cross fertilization betwenn
mathematics and chemistry; computational chemistry and material science;
desktop chemist and molecular modeling tools; computer simulation by
molecular dynamics, monte carlom and molecular mechanics of liquid and
solid phases; schemical modeling; material science; enviromental gate data
base; general systems theory; combinatorial chemistry; molecular
connectivity and information content of molecules; computer aided
molecular desing; advanced computational methods for rational drug
design; physical and enviromental properties; molecular synthesis;
interlude; genetic algorithms; kinetic theory of gases; properties of liquids;
kintecus; croundwater modeling; proces synthesis; modeling air quality;
measuring air quality; early history; statistical thermodynamics; hierarchical
analysis of molecular spectra; physical organic chemistru; hypothetical
example;handbook optimization; biomolecular computer; boolean algebra;
logic theory; combinatorial circuits
Q/00359 1
178 MATEMATIKA
TERAPAN
541.394 Hou c Houston, Paul L. Chemical kinetics and reaction dynamics Boston: McGraw Hill,
2001
kinetic theory of gases; the rates of chemical reactions; theory of chemical
reactions; transport properties; reactions in liquid solutions; reactions at
solid surfaces; photochemistry; molecular reaction dynamics; houston
Q/00794 1
179 MATEMATIKA
TERAPAN
551.46 Thu i Thurman, Harold V. Introductory Oceoanography, 9th ed. Upper Saddle
River,NJ: Prentice
Hall, 1997
history of oceanography; origin of earth, ith oceans and life in the oceans;
global plate tectonics; marine provinces; marine sediments; properties of
water; air-sea interaction; ocean circulation; waves; tides; the shore; coastal
waters and marginal seas; marine enviroments; biological productivity and
energy transfer; animals of the pelagic enviroments; animals of the benthic
enviroment; exploitation of marine resources; marine pollution
Q/00726 1
180 MATEMATIKA
TERAPAN
551.47 Mei a Mei, Chiang C. The applied dynamics of ocean surface waves Singapore: World
Scientific, 1989
Transient wave; Essentialy constant depth; Slowly varying depth-current;
Long wave; Hydraulic theory; Floating body dynamics; Small-amplitude
waves; Mass transfort due-viscosity; Breaking wave; Nonlinear long wave;
Wave-induced stresses
Q/00358 1
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181 MATEMATIKA
TERAPAN
551.49 Kre q Kresic, Neven Quantitative solutions in hydrology and
groundwater modeling
New York: Lewis, 1997 porosity and related parameter; laboratory permeameters; grain size
analysis; one dimensional steady state flow; one dimensional transient flow;
flow nets; water welles, steady state flow; water wells, transient flow;
springe flow; time series modeling; numeric groundwater flow modeling
Q/01007 1
182 MATEMATIKA
TERAPAN
570.1'195 Sch s Schork, M. Anthony Statistics with applications to the biological and
health sciences, 3rd ed.
Upper, SR: Prentice
Hall, 2000
general introduction to biostatistics; descriptive statistics; probability;
populations,samples,and inference; some important distributions;
estimation; hypothesis testing; frequency data; the analysis of variace;
simple linear regression and correlation; multiple regression; model
construction,diagnostics,and the logistic model; longitudinal data analysis;
distributions-free and nonparametric methods; demograpgy and vital
statistics
Q/00798, M/05656,
M/05655 1 Buku
Tidak Ada
3
183 MATEMATIKA
TERAPAN
570.151 95 Cas Hans G. Othmer ..[et.al] Case studies in mathematical modeling ecology,
physiology and cell biology
Upper Saddle River,
NJ: Prentice-Hall, 1997
Ecology, evolutionLife-hystory stategies; Evolution-species; Reflection-
modes epidemics; Mathematical modeling; Topology-phase resetting; Fluid
dynamics; Bioconvection; Qualitative theory-ordinary differential equations
Q/00352 1
184 MATEMATIKA
TERAPAN
570.151.1 Eps n Epstein, Joshua M. Nonlinear Dynamics, Mathematical Biology, and
Social Science
Readind,Massachusett
s: Addison Wesley,
1997
on the mathematical biology of arms races,wars,and revolutions; an
adaptive dynamic model of combat; imperfect collective security and arms
race dynamics; why a little cooperation can make a big difference;
revolutions,epidemics,and ecosystems: some dynamical analogies; a
theoretical perspective on the spead of drugs; an introduction to nonlinear
dynamical systems
Q/00657 1
185 MATEMATIKA
TERAPAN
570.151.18 Mur m Murray James Dickson Mathematical Biology I An introduction, 3rd New York: springer,
2002
countinuous population models for singles species; discrete population
models for a single species; models for interacting populations; temperature
depencent sex determination (tsd); modelling the dynamics of marital
interaction: divorce prediction and marriage repair; reaction kinetics;
biological oscillator and switches; oscillating reactions; pertubed and
coupled oscillator and black holes; dynamics of infectious diseases;
reaction diffusion, chemotaxis, and nonlocal mechanisms; oscillator
generated wave phenomena; biological waves: single species models; use
and abuse of fractals
Q/01596 1
186 MATEMATIKA
TERAPAN
570.151.95 Tau m Taubes, Clifford Hendry Modeling differential equations in biology New Jersey: Prentice
Hall, 2001
exponential growth; introduction to differential equations; stability in a one
component systems; phase plane analysis; introduction to vectors;
equilibrium in two component, linear systems; stability in nonlinear systems;
nonlinear stability revisited; matrix notation; remarks about australian
predators; introduction to advection; diffusion equations; two key properties
of the advection and diffusion equations; the no trawling zone; separation of
variables; diffusion equation and pattern formation; stability criterion;
summary of advection/diffusion; traveling waves; traveling wave velocities;
periodic solutions; fast and slow; estimating elapsed time; switches; testing
periodicity; causes of chaos; taubes
Q/03856, Q/00354,
Q/01195
3
187 MATEMATIKA
TERAPAN
570.511.1 Far d Farkas, Miklos Dynamical Models in Biology San Diego: Academic
Press, 2001
discrete population models; population dynamics in continuous time;
epidemics; evolution and population genetics; morphogenesis and pattern
formation; discrete mathematics; ordinary differential equations; partial
differential equations; riemannian geometry; farkas
Q/01165 1
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188 MATEMATIKA
TERAPAN
570.511.8 Mat Maini, Philip K. Mathematical models for biological pattern
formation
New York: Springer,
2001
biological pattern formation; spatiotemporal pattern formation; mathematiacl
mdeling; models for pigment pattern formation; generic modelling of
vegetation patterns; chemical turing patterns; beyond spots and stripes;
spatiotemporal patterning in models; modelling dictyostelium discoideum
morphogenesis; modeling branching; chiral colonial patterning; modeling
self propelled deformable; minimal model of locomotion applied; computer
simulations of mechanochemical coupling
Q/01041, Q/00353 2
189 MATEMATIKA
TERAPAN
574.01 Han m Hannon, Bruce Modeling dynamic biological systems New York: Springer,
1997
risk population; spatial dynamics; physical; biochemical models; generics
models; models of organisms; signle population models; multiple population
models; catastrophe; self organization; conclusion
Q/00351, Q/01423 2
190 MATEMATIKA
TERAPAN
574.5 Gil i Gillman, Michael An introduction to Ecological Modelling putting
practice into theory
London: Blackwell
science, 1997
introduction to themes of ecological modelling; probability of population
extinction; looking for cycles: the dynamics of predators and their prey;
population dynamics of species with complex life histories; dynamics of
ecological communities; spatial models and thresholds; disease and
biological control
Q/00864, Q/01117 2
191 MATEMATIKA
TERAPAN
574.74 Arn c Arnold, V.I Catastrophe theory, 3rd New York: Springer
Verlag, 1992
singularities, bifurcations, and catastrophes; whitney's singularity theory;
catastrophe machine; bifurcation of equilibrium states; loss of stability of
equilibrium; singularities if the stability boundary; caustics, wave front;
smooth surfaces; symplectic and contact geometry; complex singularities;
mysticism; arnol'd
Q/00986 1
192 MATEMATIKA
TERAPAN
577.015 1 Kot e Kot, Mark Elements of Mathematical Ecology New York: Cambridge,
2001
unstructured population models; single species models; exponential logic
and gomperts growth; harvest models; stochastic birth and death
processes; discrete time models; delay models; branching processes;
interacting populations; classical predator prey model; global bifurcations;
chemostat models; discrete time predator; competition models; mutualism
models; dynamics of exploited populations; harvest mdoels; structured
population models; spatially structured models; formulationg spatially
structured models; models of spread; age structured models; sex strucutred
models
Q/01075, Q/01070 2
193 MATEMATIKA
TERAPAN
577.14 The Jorgensen, S.E. Thermodynamics and ecological modeling New York: Lewis
publiser, 2001
exosomatic tructure and captive emergies; how light and nutrients affect life;
emergy accounting of human dominated; thermodynamics and theory of
stability; application of thermodynamis concepts to real ecosystems;
thermodynamics concepts
Q/00309, Q/01424 2
194 MATEMATIKA
TERAPAN
577.88 Ani a Anita, Sebastian Analysis and control of age-dependent population
dynamics
London: Kluwer, 2000 population dynamics with diffusion; epidemic models; analysis of age
dependent population dynamics; liner age dependent model; general
nonlinear model; asymptotic behavesting ; nonlinear optimal control
problem; analysis of population dynamics with diffusion; control pf
population dynamics with diffusion; elements of nonlinear analysis; the
linear heat equation
Q/00916, Q/01182 2
195 MATEMATIKA
TERAPAN
577.88 Mat s Matis, James H. Stochastic population models New York: Springer,
2000
models for a single population; basic methodology for single population
stochastic models; linaer imigration death models; linear birth immigration
death models; nonlinear birth death models; models for multiple
populations; nonlinear birth immigration death models; strandard multiple
compartment analysis; basic methodology for multiple population stochastic
models; linear death migration models; linear immigration death migration
models; linaer brith immigration death migration models; nonlinaer brith
death migration models; nonlinear host parasite models
Q/00308, Q/01348 1
Buku Tidak Ada
2
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610.1'511 Mat edited: Mary Ann Horn...
[et al]
Mathematical models in medical and health
science,1st ed.
Nashville: Vanderbilt
University Press, 1998
canecr treatmen strategies and mathematical modeling; flow reactor;
controlling sis age structured epidemics; cluster froms analysis techniques
for diabetic retinopathy; tuberculosis; skew brownian motion; spatio
temporal dynamics; maturity structured models; schistosomiasis; positive
profit; component reaction diffusion model; branch tree models; hiv
infection; optimal control pdeevolutionary epidemic model;
myelosuppression; angiogenic factors; enviromental control problem
Q/00895, Q/00911 2
197 MATEMATIKA
TERAPAN
612.3 Mat edited, Andrew J.
Clifford
Mathematical modeling in experimental nutrition New York: Plenum
Press, 1998
Compartmental modeling; Statistical modeling-nutrition; Applications-
modeling; Chemical; Physical analytical methods; theoretical consideration
in compartemen modeling; balancing needs,efficiency, and functionality in
the provision of modeling; compartmental modeling of human lactation;
modeling protein turnover; developing and testing integrated
multicompartmental models to describe a single-input multiple-output study
using the SAAM II software system; compartmental models: theory and
practice using the SAAM II software system; approaches to population
kinetic analysis with application to metabolic studies; the mathematics
behind modeling; distributing working versions of published mathematical
models for biological fields via the internet; statistical modeling in nurtrition;
measurement error and dietaru intake; statistical models for quantitative
bioassasy; statistical issue in assay development and use; statistical tools
for the analysis of nurtrition effects; applications of modeling; development
of a compartement model describing; compartemental models; the
dynamics of folic acid metanolism; human zinc metabolism; key features of
copper versus molybdenum metabolism models in humans; modeling of
energy metabolism; modeling of energy expenditure; modeling ruminan
Q/00133 1
198 MATEMATIKA
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614.409 Dal e Daley, D.J. Epidemic Modelling An Introduction New York:
Chambridge Univer
Press, 1999
some history; deterministic models; stochastic models in contimuous time;
stochastic models in discrete time; rumours: modelling spread and its
cessation; fitting epidemic data; the control of epidemics; daley
Q/01153, Q/01014 2
199 MATEMATIKA
TERAPAN
614.501'5 Die m Diekmann, O. Mathematical epidemiology of infections diseases
model building, analysis and interpretation
Chichester: John Wiley
& Sons, 2000
basic issues explained; heterogenetity: the art of averaging; dynamics at the
demographic time scale; structure populations; the basic reproduction ratio;
and everyting elese; age structure; spatial spread; macroparasites;
elaborations
Q/00913, Q/00880,
M/05425
3
200 MATEMATIKA
TERAPAN
610.72 Ber b Berry, Donald Bayesian Biostatistics Dekker Q/00132 Tidak Ada 1
201 MATEMATIKA
TERAPAN
616.979.2 Now v Nowak, Martin A. Virus Dynamics mathematical principles of
immunology and virology
New York: Oxford,
2000
introduction : viruses, immunity, equations; hiv; the basic models of virus
dynamics; anti viral drug therapy;dynamicof hepatitis b virus; dynamic of
immune reponses; how fast do immune resoinses eliminate infected cells;
what is a quasispecies; the frequency of resistant mutant virus before anti-
viral therapy; emergence of drug resistance; timing the emergence of
resistance; simple antigenetic variation; advanced antigenetic variation;
multiple epitopes; nowak
Q/04006 1
202 MATEMATIKA
TERAPAN
620 Eng Arvid R. Eide ...[et.al] Engineering fundamentals and problem solving New York: McGraw-
Hill, 1997
Engineering Profession; Engineering Solutions; Representation-Technical
Information; Engineering Estimations; Ubits; Dimesions; Preparation-
Computer Solutions; Statistics; Mechanics; Material Balance; Electrical
Theory; Energy; Engineering Economy; Engineering Design-Process; Eide;
Jenison; Mashaw
Q/00135 1
203 MATEMATIKA
TERAPAN
620 Rao e Rao, Singiresu S. Engineering optimization : theory and practice, 3rd
ed.
New York: John Wiley
& Sons, 1996
Optimization-Engineering; Linear programming; Nonlinear programming;
Dynamic-programming; Integer programming; Stochastics-programming;
Fuzzy-optimization; practical aspects of optimization
Q/01379 Tidak Ada 1
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204 MATEMATIKA
TERAPAN
620. 001 Jur f Bathe, Klaus Jurgen Finite element prosedurs New Jersey: Prentice
hall, 1996
introduction to use of finite element procedures; vectors, matrices, and
tensors; some basic concepts of engineering analysis and an introduction to
the finite element method; formulation of the finite element method linear
analysis in solid and structural mechanics; formulation and calculation of
isoparametric finite element matrices; finite element nonlinear analysis in
solid and structural mechanics; finite element analysis of heat transfer, field
problems,and incompressible fluid flows; solution of equilibrium equations in
static analysis, dynamic analysis; preliminaries to the solution of
eigenproblems; solution methods for eigenproblems; implementation of the
finite element methods;
Q/00137 1
205 MATEMATIKA
TERAPAN
620.001.2 Kor a Korn, Granino A Advanced Dynamic System Simulation : model
replication technigues and monte carlo simulation
Willey, 2007 Dynamic system models and computer program; models with difference
equations, limiters, and switches; program with vector/matrix operation and
submodels; parameter influence, model replication, and monte carlo
simulation; random prochess simulation and monte carlo studied with noisy
signal; vector models of neural networks; more application of vector models
M/07589, M/07590,
M/07591, M/07592,
M/07593
5
206 MATEMATIKA
TERAPAN
620.001 51 Cro e Croft, Anthony Engineering mathematics,2nd ed a modern
foundation for electronic, electrical and systems
engineers, 2nd
Reading, MA: Addison-
Wesley, 1996
Engineering Mathematics; Modern Foundations; Electronic; Electronical-
Systems Engineers; Croft; Davison; Hargreaves; Basic Algebraic
Techniques; Engineering Functions; Trigonometrical Functions; Discrete
mathematics; Sequences-Series; Vectors; Matrix Algebra; Complex
Numbers; Introduction; Differetiation; Integration; Integration- Special
Function; Numerical Integration; Taylor Polynomials; Ordinary Differential
Equations; Laplace Transfrom; Functions- Several Variable; Vector
Calculus; Line Integrals; Multiple Integral; Probability; Statistics-Probability
Q/01926, Q/00902,
Q/00905, Q/00903
4
207 MATEMATIKA
TERAPAN
620.001 51 Cro i Croft, Anthony Introduction to enginnering mathematics Wokingham: Addison-
Wesley, 1995
Engineering MathematicsCroft; Davison; Gargreaves; Arithmetic; Symbols-
Indices; Numbers-Sets; Working-Expression; Using Formulae; Functions-
Graphs; Common Engineering Fuctions; Further Properties; Solving
Equations-Inequalities; Angles-Trigonometic Rations; Partial Fractions;
Estimation; Logarithms-Exponentials; Triangles-Solution-Solution;
Trigonometric Identities-Functions; Engineering Waves; Geometry-Staight
Line; Conic Sections; Mensuration; Seqquences-Series; Shange-Rates;
Some Rules-Differentiation; Integration-Reverse-Differentiation; Matrices-
Determinants; Croft; Davison
Q/01837 1
208 MATEMATIKA
TERAPAN
620.001 51 Gre a Greenberg, Michael D. Advanced engineering mathematics, 2nd Upper Saddle River,
NJ Prentice-Hall 1998
Introduction-differential equations; Equations-first order; Linear differential
equations; Power series solutions; Laplace transform; Quantatative
methods: numerical solution - differential equations; Qualitative methods:
phase plane, nonlinear differential equations; Linear algebra; System-linear
algebraic equations; gauss elimination; Vector sapce; Matrices- Kinear
equations; Eigenvalue problems; Extension-complex case; Scalar-vector
filed theory; Differential calculus-functions-several variables; Vectors 3-
spaces; Curve, Survaces, Columes; Scalar, vector field theory; Fourier
methods; Partial differential equations; Fourier seriesl Fourier integral;
Fourier transform; Diffusion equation; Wave equation; Laplace equation;
Complex variable theory; Conformal mappling; Complex integral calculus;
Taylor series, laurent series; Resirue theorem
Q/01467 1
209 MATEMATIKA
TERAPAN
620.001 51 Har a Harman, Thomas L. Advanced engineering mathematics using matlab
vol.4
Boston, MA: PWS,
1997
Advanced Engineering; Mathematics; Using Matlab; Harman; Dabney;
Richert; Vector; Matrices; Eigenvalues-Eigenvectors; Linear Differential
Equations; Advanced Differential Equations; Fourier Analysis; Discrete
Fourier Transform-FFT; Advanced Calculus; Vector Differerntial Operators;
Vector Integral Calculus; Partial Differenaital Equations
Q/02000, Q/02001 2
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210 MATEMATIKA
TERAPAN
620.001 51 Jam m James, Glyn Modern engineering mathematics, 2nd Reading, MA: Addison-
Wesley, 1996
Modern Engineering; Engineering Mathemtics; numbers, algebra and
geometry; number and arithmetic; algebra; geometry; nuebers and
accuracy; engineering application; basic definition; linear and quadratic
functions; rational functions; circular functions; exponeential, logarithmic
and hyperbolic functions; irrational functions; numerical evaluation of
functions; engineering application:a design problem; review exercises;
properties; powers of complex numbers; loci in the complex plane;
engineering application: alternating currents in electrical networks; review
exercises; basic definitions and results; the vector trearment of the
geometry of lines and planes; engineering application:spin-dryer
suspension; review exercises; definitions and properties; determinants; the
inverse matrix; linear equations; rank; engineering applicaton: spring
systems; engineering application: steady heat transfer through composite
materials;review exercises; set theory; switching and logic circuits;
propositional logic and methods of proof; engineering application: expert
systems; engineering application: control; sequences,series,and limits;
sequences and series; finite sequences and series; recurrence relations;
Q/01844, Q/04126 2
211 MATEMATIKA
TERAPAN
620.001 51 Jam m James, Glyn Modern Engineering Mathematics, 3rd Reading, MA: Addison-
Wesley, 2001
Modern Engineering; Engineering Mathemtics; numbers, algebra and
geometry; number and arithmetic; algebra; geometry; nuebers and
accuracy; engineering application; basic definition; linear and quadratic
functions; rational functions; circular functions; exponeential, logarithmic
and hyperbolic functions; irrational functions; numerical evaluation of
functions; engineering application:a design problem; review exercises;
properties; powers of complex numbers; loci in the complex plane;
engineering application: alternating currents in electrical networks; review
exercises; basic definitions and results; the vector trearment of the
geometry of lines and planes; engineering application:spin-dryer
suspension; review exercises; definitions and properties; determinants; the
inverse matrix; linear equations; rank; engineering applicaton: spring
systems; engineering application: steady heat transfer through composite
materials;review exercises; set theory; switching and logic circuits;
propositional logic and methods of proof; engineering application: expert
systems; engineering application: control; sequences,series,and limits;
sequences and series; finite sequences and series; recurrence relations;
Q/01983, Q/03915 2
212 MATEMATIKA
TERAPAN
620.001 51 Kre a Kreyszig, Erwin Advanced engineering mathematics, 4th. ed New York: John Wiley
& Sons, 1979
M/02974 1
213 MATEMATIKA
TERAPAN
620.001 51 Kre a Kreyszig, Erwin Advanced engineering mathematics, 10th. ed New York: John Wiley
& Sons, 2011
M/07060, M/07061,
M/07062, M/07063
4
214 MATEMATIKA
TERAPAN
620.001 51 Wyl a Wylie, C. Ray Advanced engineering mathematics, 6th New York: McGraw-
Hill, 1995
Engineering Mathematics; Advanced Engineering; Wylie; Barrett; ordinary
differential equations of the first order; linear differential equations; complex
numbers and linear algebra; simultaneous linear differential equations;
numerical methods; the descriptive theory of ordinary differtialequations;
mechanical systems and electric circuits; fourier series; fourier integrals and
fourier transforms; thhe laplace transformation; partial differential equations;
bessel functions and legendre polynomials; vectpr spaces and linear
transformations; papplications and further properties of matrices; contens;
vector analysis the calculus of varitions; analytic functions of a complex
variable; infinite series in the complex plane; the theory of residues;
conformal mapping;
Q/03910, Q/05381,
M/05320
3
215 MATEMATIKA
TERAPAN
620.001 Hop f Hopcroft, John E. Formal languages and their relation to automata Reading Mass.:
Addison-Wesley
Company, 1969
M/02936 1
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216 MATEMATIKA
TERAPAN
620.001.1 Woo m Woods, Robert L. Modeling and simulation of dynamic systems Upper Saddle
River,NJ: Prentice-
Hall, 1997
introduction to modeling and simulation; models for dynamic systems and
systems simularity; mechanical systems; electrical systems; fluid systems;
thermal systems; mixed discipline systems; frequency response; time
response and digital simulation; system design and selection of
components; mechanical system components; vector and matrix algebra;
systems of algebraic equations; solutions of differential equations; laplace
transform solution of differential equations; state space representation of
dynamic systems; digital simulation using matlab; analog simulation; woods
Q/00868, Q/00138,
Q/01362
3
217 MATEMATIKA
TERAPAN
620.001.2 Esf d Vu, Hung V. Dynamic Systems modeling and Analysis New York: McGraw
Hill, 1998
Complex analysis, differential equations, laplace transform; matrix analysis;
system model regression; mechanical systems; electrical, ekectronic and
electromechaniocal systems; fluid and thermal systems; system response;
introduction to vibrations; block diagram representation; introduction to
control systems;
Q/00772 1
218 MATEMATIKA
TERAPAN
620.001.51 Kre a Kreyszig, Erwin Advanced Engineering Matheamtics, 7th ed. New York: John WIley
& Sons, 1993
M/05043 1
219 MATEMATIKA
TERAPAN
620.001.51 Kre a Kreyszig, Erwin Advanced Engineering mathematics, 8th ed. New York: John Wiley,
1999
Problem Sets; numerical analysis; Ordinary DIfferential Equations; Linear
algebra; vector calculus; complex analysis; numerical methods;
optimizations; graph;probability; statistics
Q/03859, M/04251,
M/04903, M/05299,
M/03984, M/05320,
M/05381
7
220 MATEMATIKA
TERAPAN
620.001.51 Lop a Lopez, Robert J. Advanced engineering mathematics Boston: Addison-
Wesley, 2001
ordinary differential equations; models containing ode; methods for solvings
first order ode; numerical methods for solving; secon order differential
equations; laplace transform; infinite series; sequences and series of
numbers; sequences and series of functions; power series; fourier series;
asymptotic series; ordynary differential equations; boundary value
problems; eigenvalue problem; vector calculus; sapce curves; gradient
vector; line integrals; additional vector differential operators; integration;
noncastesian coordinates; miscellaneous results; wave equations; heat
equation; laplace equation in rectangle; nonhomogeneous boundary value
problems; time dependent problems; separation variables; transform
techniques; matrix algebra; vectors arrowsl change of coordinates; matrix
computations; matrix factorization; complex variavles; applications;
numerical methods; euation ; preliminaries; systems of equations;
interpolation; approximation of continuous functions; numeric differentiation;
numeric integration; approximation of discrete data; numerical calculation of
eigenvalues; constrained optimization; variational mechanics; lopez
Q/04692, Q/00989,
Q/00990, Q/01196,
Q/01198, Q/01474,
Q/02378 (4 Koleksi
disisihkan ke
gudang)
7
221 MATEMATIKA
TERAPAN
620.001.51 Mal a Malek-Madani, Reza Advanced engineering mathematics with
mathematica and Matlab
Reading: Addison
Wesley, 1998
introduction to mathematica; introduction to matlab; introduction to ordynary
differential equations; linear differential equation of higher order; laplace
transform and differential equations; applied linear algebra; systems of
differential equations
Q/00881, Q/00142,
Q/00141, Q/00140,
Q/01011
5
222 MATEMATIKA
TERAPAN
620.001'1 Mus e Mustoe, Leslie Engineering Maths England: Addison
Wesley, 1997
discrete mathematics; sequences and series; function; trigonometric and
hyperbolic functions; trigonometric and hyperbolic identities; differentiation;
maximum and minimum valus; integration; applications of integration;
vector algebra and geometry; matrices and determinants; linear equations;
nonlinear equations; power series; partial differentiation; futher numerical
methods; ordynary differential equations; secon order ordinary differential
equations; laplace transforms
Q/04686 1
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
223 MATEMATIKA
TERAPAN
620.002 85 Rob e Robertson, John S. Engineering mathematics with maple New York: McGraw-
Hill, 1996
Maple; Engineering Mathematics; Robertson;Vector Algebra; Manipulating
Disrete Data; Matrices; Linear-Nonlinear Equations; ODEs; Laplace
Transforms; Fouries Series; Heat Equations; Vibrating Bar; Vibrating
Annulus; Approximating Eigenvalues; Vector Differentiation; Fector
Functions; Vector Integration; Multivariable Obtimization; Visualizing Fields;
Complex Arithmetic; Visualizing Complex Mappings; Conformal Mappings;
Mathematical Statistics
Q/00622, Q/00136 2
224 MATEMATIKA
TERAPAN
620.004.202 Fab a Fabien, Brian Analytical System Dynamics : modeling and
simulation
Springer, 2009 unified system representation ; kinematic variables; system components;
ideal inductors; ideal capacitor; kinematics; mechanical system point
moving in fixed frame; network systems; lagrange equation of motion;
analytic dynamics; virtual variables; virtual work; contrained system;
displacement and flow constraints; effort; numerical solution of ODEs and
DAEs; dynamic system analysis and simulation
M/06729 1
225 MATEMATIKA
TERAPAN
620.004 202 Row s Rowell, Derek System Dynamics an introduction New Jersey: Prentice
Hall ,1997
energy and power flow in state determined systems; summary of one fort
primitive elements; formulation of systems models; state equation
formulation; operational methods for linear systems; energy transducing
system elements; systems properties and solution tecniques; first and
second order system response; general solution of the linear state
equations; solution of system response by numerical simulation; transfer
function; sinusoidal frequency response of linear systems; frequency
domain methods; introduction to matrix algebra; complex numbers; partial
fraction expansion of rational functions;
Q/00143 1
226 MATEMATIKA
TERAPAN
620.01 51 Cro c Croft, Anthony Engineering Mathematics a foundation for
electronic, electrical, communications and systems
engineers, 3rd ed.
New York: Pearson
Eductaion, 2001
algebraic techniques; engineering functions; trigonometric functions;
coordinate systems; discrete mathematics; sequences and series; vectors;
matrix algebracomplex numbers; differentiation; techniques of
differentiation; ; applications of differentiation; integration; intechniques of
integration; applications of integration; further topics in integration;
numerical integration; taylor polynomicals, taylor series and maclaurin
series; ordinary differential equations I; differential equations II; ; laplace
transform; difference equations and the z transform; fourier series; the
fourier transform; functions of several variables; vector calculus; line
integrals and multiple integrals; probability; statistics and probability
distributions;croft; davison
Q/00905, Q/00902,
Q/00903 Tidak Ada
3
227 MATEMATIKA
TERAPAN
620.042 Goo g Gooldy, Gary Geometric Dimensioning and Tolerancing New Jersey Prentice
Hall 1995
introductory concepts; from tolerances; datums; orientation tolerances;
profile tolerancing; runout; location tolerances; paper gaging; other
control/conventions
Q/00713 1
228 MATEMATIKA
TERAPAN
620.1 Com W. Shyy ..[et.al] Computational techniques for complex transport
phenomena
Canbridge: Cambridge
University Press, 1997
Computational-Techniques; Complex Transport Phenomena; Dynamic;
Geometry Complexity; Numerical Scheme; Parallel Computing; Multiblock
Methods; Nonequilibrium; Tubulence; Transfort Equations; Practical
Equations
Q/00145 1
229 MATEMATIKA
TERAPAN
620.104 Bed e Bedford, Anthony Engineering Mechanics dynamics Reading,Massachusett
s: Addison Wesley,
1995
engineering and mathematics; learning mechanics; motion of a points;
position, velocity and acceleration straight line motion; curvillinear motion;
orbital mechanics; relative motion; force, mass, and acceleration; energy
methods; momentum methods; planar kinematics of rigid bodies; two
dimensional dynamics of rigid bodies; energy and momentum in planar rigid
body dynamics; tree dimensional kinematics and dynamics of rigid bodies;
bedford; fowler
Q/00707 1
230 MATEMATIKA
TERAPAN
620.11 Jac e Jacobs, James Engineering materials technology structures,
processing, properties and selection, 4th
Upper Sadle River, NJ:
Prentice Hall, 2001
Engineering materials technology; Nature; Processing, Structure-solid
materials; Properties, degradation, failure-materials; Metalic materials;
Polymeric materials; Ceramic materials; Composite materials; Electronic;
Q/00146 1
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
231 MATEMATIKA
TERAPAN
620.3 Ble v Blekhman, Iliya I. Vibrational mechanics Nonlinear dynamics
effects,generalapproach, applications
Singapore: World
Scientific, 2000
Theory-vibrational mechanics; mechanics-systems; Mathematical
apparatus-vibrational machanics; Average dynamic systems; Extremal
sugns; Vibrational mechanics-machines; Mechanisms; Pendulum devices;
Rator mechanisms; Machine aggregates; Mechanical vibro-exciters;
Vibrational mechanics-processes; Vibrational displacement-techniques;
Vibrational sgift; Vibrorheology; Effective rheological characteristics;
Vibrorheological transformation-nonlinear mechanical systems; Granular
materials; Orbital motions-celestial bodies
Q/00147 1
232 MATEMATIKA
TERAPAN
621.381.5 Hay a Haykin, Simon Adaptive filter theory, 3rd ed. Upper, SR. Prentice
hall 1996
bacgrount material; discrete time signal processing; stationary proceses
and models; spectrum analysis; eigenanalysis; linear optimum filtering;
wener filters; linear prediction; kalman filters; linear adaptive filtering;
method of steepest descent; least mean square algorithm; frequency
domain adaptive filters; methods least squares; rotations and reflections;
recursive last squares algorithm; square root adaptive filters; order
recursive adaptive filres; tracking of time varying systems; finite precision
effects; nonlinear adaptive filtering blind deconvolution; back propagation
learning; radial basic function networks; haykin
Q/00705 1
233 MATEMATIKA
TERAPAN
621.392 Bla s Blanchard, Benjamin S. Systems engineering and analysis, 3rd Upper Saddle River,
NJ: Prentice-Hall, 1998
Systems Engineering; Systems Analysis; Blanchard; Fabrycky; System
Definition-Concepts; Bringing Systems; Conceptual Systems Designs;
Detail Design-Development; System Test-Evaluation; Alternative, Model-
Decisio Making; Models-Economic Evaluation; Optimization-Design,
Operations; Queuing Theory, Analysis; Control Concept, Techniques;
Design-Reliability; Design-Maintainability; Design-Usability; System
Engineering Planning, Organization; Program Management, Control
Q/00182 1
234 MATEMATIKA
TERAPAN
621.392 Bor b Borutzky, Wolfgang Bond Graph Modelling of Engineering Systems :
theory, application and software support
Sringer, 2011 M/06818 1
235 MATEMATIKA
TERAPAN
621.402.2 Hol h Holman, J.P. Heat Transfer, 9th ed Boston: McGraw Hill,
2002
steady state conduction one dimension; steady state conduction multiple
dimensions; unsteady state conduction; principles of convection; empirical
and practical relations for force convection heat transfer; natural convection
systems; radition heat transfer; condensation and boiling heat stransfer;
haet exchangers; mass transfer; holman
Q/00838 1
236 MATEMATIKA
TERAPAN
621.402.2 Pit s Pitts, Donald R. 1000 Solved problems in heat transfer (schaum's
solved problems series
New York: McGraw
Hill, 1991
one one dimensional, steady state conduction; multidimensional, steady
state conduction; nonsteady; introduction to convective processes; forced
convection: external flow; forced convection: interna; flow; natural
convection; boiling and condensation; heat exchangers; radiation; pitts
Q/00834 1
237 MATEMATIKA
TERAPAN
624.171 Con Cook,Robert D..[et.al] Concepts and applications of finite element
analysis, 4th ed.
New York: John Wiley
& Sons, 2002
one dimensional elements and computational procedures; basic elements;
formulation techniques: variational methods; formulation
techniques:gallerkin and other weithted residual methods; isoparametric
elements; isoparametric triangles and tetrahedra; error, error estimation,
and convergence; modeling considerations and software use; finite
elements in structural dynamics and vibrations; heat transfer and selected
fluid problems; constraints: penalty forms, loking and constraint counting;
solids of revolution; plate bending; shells; nonlinearity: an introduction; stess
stiffness and buckling; matrices selected definitions and manipulations;
eigenvalues and eigen vectors; simulataneous algebraic equations
Q/01096, Q/00933 2
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238 MATEMATIKA
TERAPAN
624.1'762 Cho d Chopra, Anil K. Dynamics of Structures theory and applications to
earthquake engineering
Upper Saddle
River,NJ: Prentice
Hall, 1995
single degree of freedom systems; equations of motion, problem statement,
and solution methods; free vibration; response to harmonic and periodic
excitations; response ot arbitrary, step and oulse excitations; numerical
evaluation of dynamic response; earthquake response of linear systems;
earthquake response of inelastic systems; generalized single defree of
freedom systems; multi degree of freedom systems; problem statement and
solutions methods; free bibration; natural vibration frequencies and modes;
free vibrations response; damping in structures; dynamics analysis and
response of linear systems; earthquake analysis of lienar systems;
reduction of degrees of freedom; numerical evalutation of dynamic
response; systems with distributed mass and elasticity; introduction to the
finite element method; earthquake response to linearity ekastuc buildings;
earthquake response in inelastic buildings; earthquake dynamics of base
isolated buildings; structural dynamics in building codes; chopra
Q/00699 1
239 MATEMATIKA
TERAPAN
628 Dea m Deaton, Michael L. Dynamic modeling of environmental systems New York: Springer,
2000
overview of environmental systems; .basic modeling concepts in
environmental systems; strategies for analyzing and using environmental
sysmes models; modeling predator-pery systems; modeling srface water
contamination; matter cycling in ecosystems; modeling mobile source air
pollution inventories;greenhouse gases and global warming; atmospheric
chemistry and pollution transport;
Q/00181 1
240 MATEMATIKA
TERAPAN
628 For m Frod, Andrew Modeling the environment an introduction system
dynamics modeling of environmental systems
Washington: Island
Press, 1999
stocks and flows; numerical simulation; water flows in the mono basin;
equilibrium diagrams; s-shaped growth; causal loop diagrams; causal loops;
simulating material flows; modeling process; simulating cyckucak systems;
management flight simulators; conclusions; ford
Q/00921, Q/01190 2
241 MATEMATIKA
TERAPAN
629.8 Oga m Ogata, Katsuhiko Modern Control Engineering, 2nd ed. London: Prentice-Hall ,
1990
M/05629 1
242 MATEMATIKA
TERAPAN
650.015.1 Cle b Cleaves, Cheryl Business Math, 5th ed. Upper Saddle River:
Prentice Hall, 1999
problem solving with whole numbers and decimals; problems solving with
fractions and percents; problem solving with formulas and equations;
statistics, tables, and graphs; bank records; payroll; trade and cash
discounts; markup and markdown; simple interest and simple discount;
compound interest, future value, and present value; annuities and sinking
funds; consumer credit; dpreciation; inventory, turnover, and overhead;
financial statements; insurance; texes; stocks and bonds; cleaves
Q/01194 1
243 MATEMATIKA
TERAPAN
660.28 Dav Davis, Mark E. Fundamentals of Chemical Reaction Engineering Boston: McGraw Hill,
2003
the basics of reaction kinetics for chemical reaction engineering; rate
constrants of elementary reactions; reactor for measuring reaction rates;
the steady state approximation: catalysis; heterogeneous catalysis; effects
of transport limitations on rates of solid catalyzed reactions; microkinetic
analysis of catalytic reactions; nonideal flow in reactors; nonisothermal
reactors; reactors accomplishing heterogeneous reactions; review of
chemical equilibria; regression analysis; transport in porous media
Q/00651 1
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244 MATEMATIKA
TERAPAN
660.281.5 Ste c Stephanopoulos,
George
Chemical Process control an introduction to theory
and practice
London NJ: Prentice-
Hall, 1984
incentives for chemical process control; design aspects of a process control
system; hardware for a process control system; development of a
mathematical model; modeling considerations for control purposes;
computer simulation and the linearization of nonlinear systems; laplace
transforms; solution of liner differential equations using laplace transforms;
transfer functions and the input-output models; dynamic behavior of firts
order systems; dynamic behaviour of second order systems; dynamic
behavior of higher order systems; introduction feedback control dynamic
behavior of feddback controlled processes; stability abalysis of fedback
systems; design of feedback controllers; frequency response analysis of
linear processes; design of feedback control systems using frequency
response techniques; feedback control of systems with large dead time or
inverse response; control systems with multiple loops; feedfoward and ratio
control; adaptive and inferential control systems; synthesis of alternative
control configurations for multiple input, multiple output processes;
interaction and decoupling of control loops; design of control systems for
complete plants; digital computer control loops; from continuous to discrete
Q/00156 1
245 MATEMATIKA
TERAPAN
660.284.21 Ric a Rice, Richard G. Applied mathematics and modeling for chemical
engineers
New York: John Wiley,
1994
foundation of physicochemical problems; solution techniques for models
yielding ordynary differential equations; series solution methods and special
functions; integral functions; staged process models: the calculus of finite
differences; approximate solution methods for ode: perturbation methods;
numerical solution methods; appriximate methods for boundary value
problem; introduction to complex variables and laplace transforms; solution
techniques for models producing; transform methods for linear; approximate
and numerical solution methods; vectors and matrices; nonlinear algebraic
equations; numerical integration
Q/00781 1
246 MATEMATIKA
TERAPAN
910.285 Cla g Clarke, Keith C. Getting Started with Geographic Information
Systems, 3rd ed.
Upper Saddle
River,NJ: Prentice
Hall, 2001
GIS; MAPS as NUMBERS; GETTING the Map into Computer; What Is
Where; Why Is It There; Making Maps With GIS; How to Pick a GIS; GIS in
Action; The Future of GIS
Q/00859 1
1 MATH. EKONOMI 330 Lip e Lipsey, Richard G. Economics San Francisco: Harper
& Row, 1984
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2 MATH. EKONOMI 330 Sho e Shone, Ronald Economic dynamic Cambridge;
Cambridge University
Press, 1997
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3 MATH. EKONOMI 330 Sti e Stiglitz, Joseph E. Economics, 3rd ed. New York: Norton &
Company, 2002
economics and the new economy; thinking like an economist; trade; perfect
markets; demand, supply, and price; using demand and supply;
consumption decision; firms costs; competitive firms; capital markets;
efficiency of competitive markets; imperfect markets; introduction to
impertopics in microeconomics; introduction to macroeconomics; full
employment macroeconomics; macroeconomic fluctuations; topics in
macroeconomics; introduction to imperfect markets; monopoly,
monopolistic competition, and oligopoly; goverment policies toward
competition; imperfect information in the product market; public sector;
student guide to investing; trade policy; strategic behavior; technological
change; enviromental economics; macroeconomics and the
macroeconomy; full employment model; money, banking, and credit;
goverment finance and open economy at full employment; growth and
productivity; introduction to macroeconomic fluctuations; aggregate
expenditure and income; aggregate demand and inflation; inflation and
unemployment; role of macroeconomic policy; policy in the open economy;
international financial system; controversies in macroeconomic policy;
government fiscal policy, deficits, and surpluses; development and
Q/00883 1
4 MATH. EKONOMI 330.015.1 Ass m Assauri, Sofjan Matematika Ekonomi Rajawali Press Himpunan/Kumpulan ; permutasi dan kombinasi; fungsi ; Aplikasi fungsi
dalam ekonomi ; differensial ; maksimum dan minimum pada fungsi ;
diferensial lanjutan ; integral ; differensial equation ; applikasi deferensial
dan integral dalam ekonomi
M/06551 1
5 MATH. EKONOMI 330.015.1 Sim m Simon, Carl P. Mathematics for economists New York: W.W.
Norton, 1994
Mathematics-Economists; Simon; Blume; One-Variable Calculus:
Foundations, Appliations, Chain Rule; Exponents-Logarithms; Linear
Algebra; Introduction-Linear Algebra; Systems-Linear Equations; Matrix
Algebra; Determinants: Overview; Euclidean Spaces; Linear Independence;
Calculus-Several Variable; Limits-Open Sets; Functions-Several Variables;
Calculus-Several Variables; Implicit Functions-Derivatives; Optimization;
Quadratic Forms-Definite Matrices; Unconstrained Optimization;
Constrained Optiimization; Homogeneous-Homothetic Functions; Concave-
Quasiconcave Functions; Economics Applications; Egenvalues-
Eigenvectors; Ordinary Differential Equations; Determinans; Subspaces
Attached-Matrix; Application-Linear Independence; Advanced Analysis;
Limits-Complect Sets; Calculus-Several Variables
M/03085, Q/01836,
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3
6 MATH. EKONOMI 330.015.195 Bar i Barreto, Humberto Introductory Econometrics : using Monrte Carlo
Simulation with Microsoft Excel
Chambridge,2006 Pivot tables;Computing the OLS Regression Line;Interpreting OLS
Regression;Functional From of the Regression;Multiple Regretion;Dummy
Variables;Monte Carlo Simulation;Review of Statistical Inference;The
Measurement Box Model;Comparing two Populations;The Classical
Econometric Model;The Gauss-Markov Theorem;Undestanding the
Standard Erorr;Confidence Intervals and Hypothesis Testing;Joint
Hypothesis Testing;Omitters Variablle
Bias;Hateroskedasticity;Autocorrelation;Topics in Time
Series;Bootstrap;Simultaneous Equatios
M/06569 1
7 MATH. EKONOMI 330.015 195 Jho e Jhonston, J. Econometric methods,2nd ed New York: McGraw-
Hill, 1972
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8 MATH. EKONOMI 330.015 195 Mir e Mirer, Thad W. Economic statistics and econometrics Englewood Cliffs, NJ:
Prentice-Hall, 1995
Economic Data; Descriptive Statistics; Frequency Distributions; Economic
Mathematics; Econimetrics; Mirer; Regression Models; Simple Regression:
Theory; Multiple Regression: Theory-Application; Probability Theory;
Probability Distributions; Randomvariables; Normal-Distributions; Inference-
Regression; Sampling Theory-Regression; Hypothesis Testing; Estimation-
Regression Problems; Topics-Econometrics; Test-Dummy Variable
Autcomes; Hereroscedasticity-Autocorrelation; Regression-Time Series;
Simulataneous-Equation Models; Inference-Mean-Variance; Chi-Square
Test; Analysis-Variance
Q/01778 1
9 MATH. EKONOMI 330.015 195 Zam s Zaman, Asad Statistical foundations for econometric techniques San Diego: Academic
Press, 1996
Statistical Foundations; Econometric Rechniques; Zaman; Estimator-
Regression Models; maximum Like lihood; Bayesian Estimations-
Regression; Minimax Estimators; Robust Regression; Hypothesis Tests;
Regression Models; UMP Invariant Hypothesis Tests; Related Tests;
Similar Regression Models; Asymptotic Theory; Direct Methods; Indirect
Methods; Accurate Asymtotic Approximations; Empirical Bayes; Validity
Q/00502 1
10 MATH. EKONOMI 330.015.19 Gre e Greene, William H. Econometric analysis, 3rd New Jersey Prentice-
Hall,Inc. 1997
matrix algebra; probability and distribution theory; statistical inference;
computation and optimization; classical multiple linear regression model:
specification and estimation; inference and prediction; functional form,
nonlinearity and specification; large sample results and alternative
estimators for the classical regression model; nonlinear regression models;
nonspherical disturbances, generalized regression and gmm estimation;
heteroscedasticity; autocorrelated disturbances; models for panel data;
systems of regression equations; simultaneous equations models;
regressions with lagged variables; time series models; models with discrete
dependent variables; limited dependent variable and duration models
Q/00669 1
11 MATH. EKONOMI 330.015.19 Gre e Greene, William H. Econometric analysis, 4th ed. Upper, SR.: Prentice
Hall, 2000
Matrix algebra; probability; distribution theory; statistical inference;
computation; optimization; classical multiple linear regressionmodel;
inference-prediction; function form; nonlinearity; large-sample results;
alternative estimators;classical regression model;nonlinear regression
models;nonspherical distribuces;heteroscedasticity;auticorrected
distrurbances;models-panel data;system regression equations;time series
models;data sets
Q/00877 1
12 MATH. EKONOMI 330.015.19 Gre e Greene, William H. Econometric Analysis, 5th ed. Upper Saddle River,
NJ: Pearson, 2003
Econometric analysis;multiple linear regression models;least
square;estimators;inference;functional form;nonlinear regression
models;heteroscedasticity;panel data;equations;simultaneous;maximum
likelihood;time-series models;discrete choice;duration models;matrix
algebra;distribution theory;probability;computation;optimization
Q/00810 1
13 MATH. EKONOMI 330.015.19 Gre e Greene, William H. Econometric Analysis 7th ed. Pearson, 2012 M/07970, M/07971 2
14 MATH. EKONOMI 330.015.19 Win e Winkelmann, Rainer Econometric Analysis of Count Data 5th ed Springer, 2008 M/08064 1
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15 MATH. EKONOMI 330.015.195 Guj b Gujarati, Damodar N Basic econometrics, 4th ed. Boston: MacGraw Hill,
2003
econometrics; metodology econometrics; mathematical; statistical
prerequisites; regression models; regression analysis; classical normal
linear regression model; interval estimation; multiple regressionanalysis;
problem estimation; problem inference; classical modelerror
varianceeconometric modeling; topics in econometrics; panel data
regression models; dynamic econometric models; simulataneous-equation
models; indentification problems; forecsting; statistical concepts; statistical
inference estimation; gujarati
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16 MATH. EKONOMI 330.01'5195 Ana l Ananta, Aris Landasan ekonometrika Jakarta: Gramedia,
1987
M/02759 1
17 MATH. EKONOMI 330.015.195 Bal e Baltagi, Badi H Econometric Analysis of Panel Data 3rd ed Jhon Willey &
Sons,NY, 2005
the one way error componennt regression model; test of hypotheses with
panel data; heteroskedasticity and serial correlation in error componen
model; seemingly unrelated regression with error component; simulation
equations with error components; dynamic panel data models; unbalanced
panel data models; special topics; limited dependent variables and panel
data; nonstationary panels
M/06726 1
18 MATH. EKONOMI 330.01'5195 Bal e Baltagi, Badi H. Econometric Analysis of Panel Data, 2nd ed. Chichester: John Wiley
& Sons, 2001
one way error component regression model; two way error component
regression model; test of hypotheses with panel data; heteroskedasticity
and serial correlation in the error component model; seemingly unrelated
regressions with error components; simultaneous equations with error
components; dynamic panel data models; unbalanced panel data models;
special topics; limited dependent variables and panel data; nonstationary
panels
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19 MATH. EKONOMI 330.015.195 Dou i Douherty, Christopher Introduction to Econometrics 3rd ed Oxford, 2001 Random variables; sampling theory; covariance, variance and correlation ;
simple regression analysis; properties of the regression coefficients and
hypothesis testing; multiple regression analysis; dummy variables;
specification of regression variables a preliminary skrimish;
heteroscedasticity; simulataneuous equations estimation; binary choice and
limited dependent models and maximum likelihood estimation; models
using time series data; autocorrelation
M/06713, M/06714 2
20 MATH. EKONOMI 330.01'5195 End a Enders, Walter Applied econometric time series USA: John wiley &
sons, 2004
M/06153 1
21 MATH. EKONOMI 330.015 195 Hay e Hayashi, Fumio Econometrics PrincetonUniversity
Press, 2000
Finite-Sample Properties of OLS; Large-Sample Theory; Single-Equation
GMM; Multiple-Equation GMM; Panel Data; Serial Correlation; Extremum
Estimators; Examples of Maximum Likelihood; Unit-Root Econometrics; Co
integration
M/08166 1
22 MATH. EKONOMI 330.015.195 Hil p Hill, Carter R Principles of Econometrics 4th ed JhonWilley&Sons,
2011
An Introduction to Econometrics Probability Prime; The Simple Linear
Regression Model; Interval Estimation and Hypothesis Testing; Prediction,
Goodness-of-Fit, and Modeling Issues; The Multiple Regression Model;
Further Inference in the Multiple Regression Model; Using Indicator
Variables; Heteroskedasticity; Regression with Time-Series Data:
Stationary Variables; Random Regressors and Moment-Based Estimation;
Simultaneous Equations Models; Regression with Time-Series Data:
Nonstationary Variables; Vector Error Correction and Vector Autoregressive
Models; Time-Varying Volatility and ARCH Models; Panel Data Models;
Qualitative and Limited Dependent Variable Models
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23 MATH. EKONOMI 330.01'5195 Guj b Gujarati, Damordar N. Basic econometrics, 3th ed. Boston: McGraw Hill,
2003
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24 MATH. EKONOMI 330.01'5195 Guj b Gujarati, Damordar N. Basic econometrics, 5th ed. McGraw Hill, 2009 M/07193, M/08074,
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25 MATH. EKONOMI 330.01'5195 Guj e Gujarati, Damodar Ekonometrika dasar Jakarta: Erlangga,
1991
M/02742 1
26 MATH. EKONOMI 330.01'5195 Kle t Klein, Lawrence R. A Text of econometrics,2nd ed New Delhi: Prentice-
Hall, 1975
M/02757 1
27 MATH. EKONOMI 330.01'15 Kle m Klein, Michael W. Mathematical methods for economics, 2nd ed. Boston: Addison
Wesley, 2002
matrix algebra; differential calculus; optimization; integration and dynamic
analysis; the mathematical gramework of economic analysis; introduction to
functions; exponential and logarithmic functions; systems of equations and
matrix algebra; further topics in matrix algebra; introduction to differential
calculus; univariate calculus; mutivariate calculus; extreme values of
univariate functions; extreme value of muultivariate functions; constrained
optimizations; integral calculus; differential equations; difference equations;
dynamic optimizations
Q/00716 1
28 MATH. EKONOMI 330,015,195 Met m Edited : Castle, Jennifer LThe Methodology and Practice of Econometrics : a
festschrift Honour of David F Henry
Oxford, 2009 M/07789 1
29 MATH. EKONOMI 330.015.195 Mos m Moss, Charles B Mathematical Statistics for Applied Econometrics CRC Press, 2015 defining mathematical statistics; introduction to statistics probability
distributions; moment and moments generaing functions; binomial and
normal random variables; large sample theory; point estimasi; interval
estimation; testing hypotheses; elements of matrix analysis; regression
applications in econometrics; survey of nonlinear econometric application;
M/07773, M/07774 2
30 MATH. EKONOMI 330.01'5195 Nac p Nachrowi,D. Nachrowi Pendekatan populer dan praktis EKONOMETRIKA
untuk analisis ekonomi dan keuangan (dilengkapi
teknik analisis dan pengolahan data dengan SPSS
dan EVIEWS) Nachrowi D. Nachrowi
Jakarta: Lembaga
penelitian FE-UI, 2006
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6
31 MATH. EKONOMI 330.01'5195 Nac p Nachrowi, Nachrowi
Djalal
Penggunaan Teknik Ekonometri : pendekatan
populer & praktis dilengkapi teknik analisis &
pengolahan data dengan menggunakan paket
program SPSS
Jakarta: RajaGrafindo,
2002
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32 MATH. EKONOMI 330.01'5195 Pas e Pasaribu, Amudi Ekonometrika Medan: Borta Gorat,
1976
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33 MATH. EKONOMI 330.01'5195 Pin e Pindyck, Robert.S Econometric Models and Economic Forecasts, 4th
ed.
Boston: McGraw-Hill,
1998
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34 MATH. EKONOMI 330.01'5195 Sar d Sarwoko Dasar-Dasar Ekonometrika Yogyakarta: ANDI,
2005
M/05711 1
35 MATH. EKONOMI 330.01'5195 Sup e Supranto, J. Ekonometrik Jakarta, FE-UI, 1983 M/02746 1
36 MATH. EKONOMI 330.01'5195 Win e Winkelmann, Rainer Ekonometric Analisis Of Count Data,4th ed. New York: Springer,
2003
M/05713 1
37 MATH. EKONOMI 330.01'5195 Won e Wonnacott, Ronald J Econometrics,2nd ed. Canada: John Wiley &
Sons, 1979
M/05777 1
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38 MATH. EKONOMI 330.154 3 Tak m Takayama, Akira Mathematical economics, 2nd ed New York: Cambridge
University Press, 1997
Mathematics Economics; Takayama; Preliminaries; Developments-
Nonlinear Programming; Theory-Competitive markets; Brobenius
Theorems, Dominant Diagonal matrices; Calculus-Variations; Optimal
Growth-Aggregate Economy; Multisector Models; Economic Growth;
Multisector Optimal Growth Models; Depelopments-Optimal Control Theory
Q/00496, M/03025 2
39 MATH. EKONOMI 330.154.3 Chi f Chiang, Alpha C. Fundamental methods of mathematical
economics, 3rd ed
London: McGraw-Hill,
1984
Mathematical Economics; Fundamental Methods; Chiang; Economic
Models; Static-Analysis; Linear Models-Matrix Algebra; Comparative-Static
Analysis; Comparative Statics-Concept; Rules-Differentiation-Use;
Optimization Problems; Special Variaty-Equilibirium Analysis; Exponential-
Logarithmic Functions; Case-Choice Variable; Optimization-Equality
Constraints; Dynamic Analysis; Economic Dynamics-Integral Calculus;
Differential Equations-Continuous Time; Higher-Order Differential
Equations; Discrete Time; Simmultaneous Differential Equations;
mathematical Programming; Linear Programming; Continued Linear
Programming; Nonlinear Programming
Q/00501, Q/00500,
Q/04726, Q/04728,
Q/00499, Q/04727,
Q/01437, M/03023,
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Koleksi disisihkan
ke gudang
10
40 MATH. EKONOMI 331 Ehr m Ehrenberg, Ronald G. Modern labor economics: theory and public policy,
7th ed.
New York: Addison
Wesley, 2000
overview of the labor market; demand for labor; quasi fixed labor costs and
their effects on demand; supply of labor costs and theour effects on
demand elasticities; quasti fixed labor costs and their effects on demand;
supply of labor to the economy: the decision to work; labor supply:
household production, the family and the life cycle; compensating wage
differentials and labor markets; investments in human capital: education
and turnover; pay and productivity: wage determination within the firm;
gender, race, and ethnicity in the labor market; unions and the labor market;
inequality in earnings; unemployment
Q/00791 1
41 MATH. EKONOMI 331.761 Mcg m McGuigan,James R Managerial Economics Private and Public sector
Decision Analysis
America The Dryden
Press 1975
M/04986 1
42 MATH. EKONOMI 338.82 Dif Dockner,
Engelbert..[et.al]
Differential games in economics and management
science
New York: Cambridge,
2000
basic concepts of game theory; control theoretic methods; markovian
equilibria with simultaneous play; differential games with hierarchical play;
trigger strategy equilibria; differential games with special structures;
stochastic differential games; capital accumulation games; industrial
organization and oligopoly games; differential games in marketing;
differential games in resources and enviromental economics
Q/01074 1
43 MATH. EKONOMI 338.9 Neh e Neher, Philip A Economic growth&development a mathematical
introduction
New York: Jhon Wiley
& Sons, 1971
M/05368 1
44 MATH. EKONOMI 338.9 Sal d Salvatore, Dominick Theory and problems of development Economics:
schaum's outline series
New York: McGraw-
Hill; 1977
M/05375 1
45 MATH. EKONOMI 338.9 Thu e Thuesen, Gerald J. Engineering economy, 9th ed. Upper Saddle River,
NJ: Prentice-Hall, 2001
Engineering economy; Some economic, cost concepts; Interest formulas;
Calculations-economic equivalence, involving inflation: Economic analysis-
alternatives; Comparison; Decision making; Evaluating production
operations, replacement alternatives, public activities; Accounting,
Depreciation, income texes; Estimates, Risk, Uncertainty
Q/00493 1
46 MATH. EKONOMI 338.959 Mal Hamid, Ahmad Sarji
Abdul
Malaysia's Vision Understanding the concept,
implications and challenges 2020
Malaysia:Pelanduk
Publis.,1993
M/05363 1
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47 MATH. EKONOMI 339 Aza i Azariadis, Costas Intertemporal macroeconomics Malden Blackwell,
1993
Intertemporal Macroeconomics; Azariadis; Directe Dynamical Systems;
Scalar Linear Equations; Stockmarket Bubbes; Linear SYstems; Nonlinear
Systems; Structure-Growth Models; Periodic Equilibria; Endogeneous
Fluctuations; Technical Appendices; Exchange Equilibirium; Intertemmporal
Optimality; Economic Development; Advanced Topics; Balanced Policies;
Exchange Economies; Growing Economies; sset Prices; Quantity-Money;
Inflationary Finance; Rational Expectations; Market Psychology
Q/00492, M/05382,
M/03038
3
48 MATH. EKONOMI 339 Bla m Blanchard, Olivier Macroeconomics, 2nd ed New York: Prentice
Hall, 2000
googs markets; financial markets; goods and financial markets; labor
market; markets together; phillips curve; inflations, activity and monet
growth; facts of growth; saving, capital accumulation and output;
technological progress and growth; technological progress, wages and
unemployment; expectations; financial markets and expectations;
expectations, consumption and investment; expectations, output and policy;
openness in goods and financial; goods market in open economy; output
the interes rate;; exchange rates; pathologies; policy markers; monetary
policy; discal policy; epilogue
Q/01352 1
49 MATH. EKONOMI 339 Bur m Burrows, Paul Macroeconomic theory a mathematical
introduction
London: Jhon Wiley
&son, 1974
M/05359 1
50 MATH. EKONOMI 339 Dor m Dornbusch, Rudiger Macroeconomics, 6th ed. New York: McGraw
Hill, 1994
introduction the economy: facts and first models; national income
accounting; income and spending; money, interest, and income; monetary
and fiscal policy; international linkages; aggregate demand and supply;
aggregate supply: wages, prices, and employment; rational expectations
equilibrium approach; long term growth and productivity; consumption and
saving; investment spending; demand for money; fed, money and credit;
stabilization policy,: prospects and problems; dynamics of inflation and
unemployment; tradeoffs between inflation and unemployment; money,
deficits and inflation; budget deficits and public debt; international
adjustment and interdependence
Q/01141 1
51 MATH. EKONOMI 339.01 Diu t Diulio, Eugene A theory and problems of macroeconomic: schaum's
outline series including 353 solved problems
New York: McGrawhill,
1974
M/05380 1
52 MATH. EKONOMI 339.01 Win p Winardi Pengantar Ekonomi Mikro (teori harga ) Bandung: Mandar
Maju, 1990
M/05343 1
53 MATH. EKONOMI 339.1 Sob e Sobri Ekonomi Makro Yogyakarta: BPFE-UII,
1990
M/05355 1
54 MATH. EKONOMI 339.3 Sal t Salvatore, Dominick Teori mikroekonomi : seri buku schaum Jakarta: Erlangga,
1992
M/05333 Tidak Ada 1
55 MATH. EKONOMI 388.5 Man m Mansfield, Edwin Microeconomics Theory and Applications, 10th ed. New York: Norton &
Company, 2000
microeconomics; demand and supply; tastes and preferences of the
consumer; consumer behavior and individual demand; deivatiion of the
market demand curve; choices involving risk; firm and its technology;
optimal input combination and cost functions; perfect competition; applying
the competitive model; monopoly; monopolistic competitin and oligopoly;
game theory and strategic behavior; price and employmet of inputs;
investment decisions; general equilibrium analysis and resource allocation;
promotion of economic efficiency; prevalence of asymmetric information;
public goods, externalities and the role of goverment
Q/01225 1
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
56 MATH. EKONOMI 510 Syd m Sydsaeter, Knut Mathematics for economics analysis Englewood Cliffs, NJ:
Prentice-Hall, 1995
Economics Analysis; Mathematics; Sydsaeter; Hammond; Functions-One
Variable; Polynomials, Powers, Exponentials; Sigle-Variable Differentiation;
More-Differentiation; Limits, Continuity, Series; Implications-Continuity-
Differentiability; Exponential-Algorithmic FUnctions; Single-Variable
Optimization; Integration; Futher Topics-Integration; Linear Algebra: Vectors-
Matrices; Determinants-Matix Inversion; Futher Topics-Lineat Algebra;
Functions-Several Variables; Tools-Comparative Statics; Multivariable
Optimization; Constrained Optimization; Linear Programming; Differential
Equations
Q/04094 1
57 MATH. EKONOMI 510.2'433 Bla e Black, John Essential mathematics for economists Chichester: John Wiley
& Sons, 1994
Essential mathematics; Economists; Black; James; Linear Functions; Slope-
Elasticity; Simultaneous Linear Equations; Curviliear Functions;
Differentiation; Maxima-Minima; Partial Differentiation; Integration; Linear
Algebra: Vector-Matrices; Inverses-Determinants; Linear Programming;
Difference Equations; Differential Equations; Complex Numbers
Q/01470 1
58 MATH. EKONOMI 515.1 Web a Weber, Jeane E. Analisis matematika penerapan bisnis dan
ekonomi,ed.4, jil.1
Jakarta: Erlangga,
1987
M/03981 1
59 MATH. EKONOMI 519.9 Nay m Naylor, Thomas H. Microeconomics and decision models of the firm New York: Harcourt,
Brace & World, Inc
1969
M/02862 1
60 MATH. EKONOMI 658.15 Par c Park, Chan S. Contemporary Engineering Economics, 2nd ed. California: Addison
Wesley, 1997
engineering economic decisions; equivalence and interest formulas;
extending equivalence to real world transactions; annual equivalent worth
analysis; rate of return analysis; computing irr for nonsimple investments;
depreciation; income taxes; developing project cash flows; repacement
decisions; inflation and economics analysis; project risk and uncertainty;
risk simulation; capital budgeting decisions; economic analysis in the public
sector; park
Q/00710 1
61 MATH. EKONOMI 330.01'5195 Are p Arellano, Manuel Panel Data Econometrics : advanced texts in
econometrics
New York; Oxford
university press, 2003
Statistics model; serial correlation; heteroskedasticity; likelihood; nonlinear;
error components; components regression; estimation; error in variables;
time series models; dynamic error components; predeterminedness;
generalized method; linear regression
M/06365, M/06366 2
62 MATH. EKONOMI 330.015'1 Sun d Sunyoto, Danang Dasar-dasar matematika ekonomi terapan Jakarta: total media,
2009
deret; fungsi linear; diferensiasi dan derivatif; integral; fungsi multivariabel;
konsep bunga transaksi; konsep anuitas; penyusutan aset; problematika
penugasan; model distribusi transportasi; pengambilan keputusaan secara
matematis; matematika ekonomi; Sunyoto, Danang
M/06461, M/06801,
M/06802
3
1 MATH. KEUANGAN 330.154 3 Sem m Sembiring,L Matematika keuangan Bandung: M2S, 2005 M/05513, M/07422 2
2 MATH. KEUANGAN 330.154.3 Ayr m Ayres, Frank Schaum's outline of theory and problems
mathematics of finance, including 500 solved
problems
New York: McGraw-Hill
Book Company, 1963
M/03022, M03027 1
Buku Tidak Ada
2
3 MATH. KEUANGAN 330.154.3 Cis m Cissell, Robert Mathematics of finance,3rd ed. Boston: Houghtan
Mifflin Company,1969
M/03026, Q/00497 2
4 MATH. KEUANGAN 330.154.3 Cis m Cissell, Robert Mathematics of finance, 6th ed. Houghton Miffin
Company, 1982
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5 MATH. KEUANGAN 330.154.3 Dok m Dokuchaev, Nikolai Mathematical Finance: core theory, problems and
statistical algorithms
London: Routledge,
2007
Probability theory; basic stochastic processes; discerete time market
models; basic calculus; stochastis analysis; continuous time market
models; american options and binomial trees; implied; historical valatility;
implied; statistical estimation; estimation models
M/06239, M/06249,
M/06218
3
6 MATH. KEUANGAN 330.154'3 Fre m Frensidy, Budi Matematika Keuangan,ed.2 Jakarta: Salemba
Empat, 2006
matematika keuangan; Frensidy, Budi; bunga sederhana; menghitung
jumlah hari; tingkat diskon; diskon tunai; imbal hasil; pengembalia; bunga
majemuk; anuitas biasa; anuitas di muka; anuitas ditunda; anuitas
bertumbuh; amortisasi utang; daana pelunasan; penyusutan; obligasi
M/06460 1
7 MATH. KEUANGAN 330.154.3 Kno m Knox, David M. Mathematics of Finance Australia: McGraw-Hill
Book Company, 2003
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8 MATH. KEUANGAN 330.154.3 Ruc f Ruckman, Chris Financial Mathematics : a practical guide for
actuaries and another bussiness professionals 2nd
ed
Profesional education,
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9 MATH.KEUANGAN 332.01 Mer c Merton, Robert C. Continuous-Time Finance Cambridge Brasil
Blackwell 1990
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10 MATH. KEUANGAN 332,01 Nag f Nagurney, A. Financial Networks: statics and dynamics Springer, 1997 Q/01777 1
11 MATH. KEUANGAN 332.01 Pau s Paul, Wolfgang Stochastic Process from Physics to Finance Springer, 1999 First glimpse of stochastic process; binomial to gaussian; binomial to
poisson; log-normal distribution; brief survey of the mathematics of
probability theory; probability spaces; equivalent measures; probability
densities; limit theorem; martiangle processes; markov process; diffusion
process; random walk; polya problem; rayleigh-pearson walk; countinous
time random walk; brownian motion; velocity process; kramers problem;
kinetic ising models and monte carlo simulations; quantum mechanics as a
diffusion process; beyond the central limit theorem : levy distributions;
stable distribution; weierstrass random walk; fractal time random walk;
diverging variance; modeling the financial market; classical pricing theblack
scolles theory; stable distributions revisited
M/06799 1
12 MATH. KEUANGAN 332.01 Sto Rolski, Thomas Stochastic processes for insurence and finance New York: John Wiley
& Sons, 1999
Stochastic Processes; Insurance-Finance; Rolski; Concepts Insurance-
Finance; Probability Distributions; Premiums; Ordering-Risks; Aggregate
Claim Amount; Risks Processes; Renewal Processes; Random Walks;
Markov Chains; Continuous-Time Markov Models; Martingale Techniques;
Piecewise Deterministic Markov Processes; Point Processes; Diffusion
Models
Q/00495, M/05001 2
13 MATH. KEUANGAN 332.015 Ben f Benninga, Simon Financial Modeling with a section on visual basic
for aplications,2nd ed.
London: the MIT
Press, 2000
M/05548 1
14 MATH. KEUANGAN 332.015 Kni l Knight, John Linear factor models in finance Amsterdam;
ELSEVIER, 2005
pricing models; multiple factor; estimation; multivariate skew normal;
skewness parameters; conclusions; conditional distribution; ka-man lo;
pricing theory; linear factor model; simulation result; bayesian estimation;
risk premia; bayesian decision; monte carlo integration; sector portfolio;
method of portfolio; small noise arbitrage pricing theory; predictability;
heterogeneous error; extended model; invesment risk; portfolio risk models;
decomposing factor
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15 MATH. KEUANGAN 332.015 Gre a Greuning, Hennie Van Analisis Risiko Perbankan edisi ke 3 Salemba 4, 2011
risiko perbankan; kerangka analisis risiko; manajemen keuangan; tata
kelola perusahaan; struktur neraca; struktur laporan rugi laba; kecukupan
modal; manajemen risiko kredit; manajemen risiko likuiditas; mengelola
likuiditas dan porfolio investasi lainnya; manajemen risiko pasar;
manajemen risiko mata uanga; manajemen aset kewajiban;
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16 MATH. KEUANGAN 332.015 Shr s Shreve,Steven E. Stochastic calculus for finance II continuous-time
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Finance; Mathematical models; Stochastics analysis;S hreve,Steven E. M/05648, M/06274,
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17 MATH. KEUANGAN 332.015 Shr s Shreve,Steven E. Stochastic calculus for finance I the binomial asset
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18 MATH. KEUANGAN 332.015,195 Num editor, Appleby,John A Numerical methods foe finance Francis Chapman &
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Stochastic Processes; Insurance-Finance; Rolski; Concepts Insurance-
Finance; Probability Distributions; Premiums; Ordering-Risks; Aggregate
Claim Amount; Risks Processes; Renewal Processes; Random Walks;
Markov Chains; Continuous-Time Markov Models; Martingale Techniques;
Piecewise Deterministic Markov Processes; Point Processes; Diffusion
Models
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19 MATH. KEUANGAN 332.015.195 Ste f Steland, Ansgar Financial Statistics and Mathematical Finance :
methods, models, and applications
Wlley, 2012 Elementary financial calculus; arbitratetheory for the one period model;
financial models in discrete time; arbitrate theory for the multiperiod model;
brownian motion and related process in continouse time; ito calculus; the
black scholes model; limit theory for discrete time processes; special topics
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20 MATH. KEUANGAN 332.024 Eck p Eckert, Sidney W. Personal finance Study guide Boston: Houghton
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21 MATH. KEUANGAN 332.024 Ros p Rosenberg, Robert R. Personal finance and consumer economics
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22 MATH. KEUANGAN 332.04 Sta m Stampfli, Joseph The Mathematics of finance modeling and hedging Australia: the
brooks/cole, 2000
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23 MATH .KEUANGAN 332.042 Mel i Melvin, Michael International Money and Finance, 6th ed. Reading,
Massachusetts :
Addison Wesley, 2000
foreign exchange market; balanace of payments; past and present
international monetary arrangements; forward looking market instruments;
exchange rates, interest rates and interest parity; foreign exchange risk and
forecasting; international investment and capital flows; princes and
exchange rates: purchasing power parity; determinats of the balance of
trade and payments; exchange rate determination; import and export
financing; financial management of the multinational firm; international
money market; macroeconomic policy in the open economy
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24 MATH. KEUANGAN 332.1'068 Sau f Saunders, Anthony Financial institutions management a modern
perspective,3rd ed.
United State: McGraw
Hill, 2000
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25 MATH. KEUANGAN 332.3 Wol s Wold, Geoffrey H. Strategic systems planning for financial institutions
using automated solutions and technology for
competitive advantages
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26 MATH. KEUANGAN 332.45 Ber m Berlianta, Heli Charisma Mengenal Valuta Asing Yogyakarta: Gadjah
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27 MATH. KEUANGAN 332.46 Sau f Saunders, Anthony Financial Institutions Management : a risk
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28 MATH. KEUANGAN 332.46 Shi s Shim, Jae K Schaum Outlines Financial Management 2nd ed Schaum Outlines
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29 MATH. KEUANGAN 332.46 Shi s Shim, Jae K Schaum Outlines Managerial Accounting 2nd ed Schaum Outlines
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30 MATH. KEUANGAN 332.46 Van f Horne, James C.Van Financial Management and Policy, 12th ed. New Jersey: Prentice
Hall, 2002
golas and functions of finance; concepts in valuation; market risk and
returns; multivariable and factor valuation; option valuation; principles of
capital investment; risk and real options in capital budgeting; creating value
through required returns; theory of capital structure; making capital structure
decisions; dividends and share repurchase: theory and practice; financial
ratio analysis; financial planning; liquidity, cash and marketable securities;
management of accounts receivable and inventories; liability management
and sort medium term financing; foundations for longer term financing;
lease financing; issuing securities; fixed income financing and pension
liability; hybrid financing through equity linked securities; managing financial
risk; mergers and the market for corporate control; corporate and discress
restructuring; international financial management
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31 MATH. KEUANGAN 332.6 Mil c Miller, Ross M. Computer-aided financial analysis Reading, Mass:
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32 MATH. KEUANGAN 332.601 Pli i Pliska, Stanley R Introduction to Mathematical Finance : Descrete
Time Models
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investion;Multiperiod securities markets;options, futures, and other
derivatives;optimal consumption and invesment;problem;Bond and interest
rate derivatives
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33 MATH. KEUANGAN 332.601 Ros Ross,Sheldon.M An Introduction to mathematical finance options
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34 MATH.KEUANGAN 332.601 Ros e Ross, Sheldon M An Elementary Introduction to Mathematical
Finance 3th ed
Chambridge, 2011 Probability; normal random variables; brownian motion and geometric
brownian motion; interest rates and present value analysis; pricing contracts
via abitrage; the abitrage theorem; the black-scoles formula; additional
results on options; valuing by expected utility; stochastic order relation;
optimization models; stochastic dynamic programming ; exotic options;
beyond geometric brownian motion models ; autoregressive models and
mean resersion
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35 MATH. KEUANGAN 332.607.6 Sul s Sulistyastuti, Dyah Ratih Saham Dan Obligasi ringkasan teori dan soal
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36 MATH. KEUANGAN 332.6'1 Cap m Capinski, Marek Mathematics for Finance An Introduction to
Finance Engineering
London: Limited
Springer, 2003
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37 MATH. KEUANGAN 332.6'1 Cap m Capinski, Marek Mathematics for Finance An Introduction to
Finance Engineering 2nd ed
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future contracts; option general properties; binomial model; general discrete
time models; continouse time model; interest rates
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38 MATH. KEUANGAN 332.632 Ave q Avellaneda, Marco Quantitative modeling of derivative securities from
theory to practice
Boca Raton: Chapman
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Arbitrage pricing theory; Binomial option pricing model; Analysis; Binomial
model; Trinomial model; Finite-difference schemes; Brownian motion; Ito
Calculus; Ito processes; Continuous-time martingales, finance; Exponential-
affine models; Interest-rate options
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39 MATH. KEUANGAN 332.632 Fou d Fouque, Jean-Pierre Derivatives in financial markets with stochastic
volatility
New York: Cambridge,
2000
black scholes theory of derivative princing; introduction to stochastic
volatility models; scales n mean reverting stochastic volatility; tools for
estimating the rate of mean reversion; asymptotics for princing european
derivatives; implementation and stability; hedging strategies; application to
exotic dervatives; applivation to american derivatives; generalizations;
applications to interest rate models
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40 MATH. KEUANGAN 332.63'2 Hun f Hunt P.J. Financial Derivatives in Theory And Practice New York; John Wiley
& Sons, 2000
Financial; single-period option pricing; brownian motion; martingales;
stochastic integration; continuous local; multidimensional; girsanov; option
pricing; continuous time; dynamic term; modelling in practice; basic
instruments and terminology; pricing standard; futures contracts; terminal
swap-rate models; convexity corrections; multi-currency terminal; short-rate
models; market models; markov-functional modelling
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41 MATH .KEUANGAN 332. 632 Jon f Jones, Chris Financial Economics Routledge, 2008 invesment decicion under certainly; intemporal consumtion in autarky;
interporal consumtion in a market opportunities; asset prices and inflation;
valuing financial assets; uncertainty and risk ; safe preference theory; asset
pricing in a two period setting; asset pricing models; capital asset pricing
models; abitrage pricing theory; consumtion based pricing models;
empirical test of consumtion based pricing models; private insurance with
asymmetric information; derivatives securities; option payouts; option
values; forward contract; corporate finance; project evaluation and the
social discount rate
M/06712 1
42 MATH .KEUANGAN 332. 632 Jor v Jorion, Fhilipe Value at Risk Mcgraw Hill, 2002 motivation; risk management; financial disasters; buiding blocks; financial
risk; value at risk; forecasting risk; value at risk system; applications of risk
management system; the risk management profession
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43 MATH. KEUANGAN 332.632 Wil i Wilmott, Paul Introduces Quantitative Finance 2nd ed Willey, 2007 Product and markets equities, commudities, exchange rates forward and
futures; derivatives; the binomial model; the random behavior of assets;
elementary stochastic calculus; the black-scholes model; pertial differential
equations; the black-scholes formulae and the greeks; overview of volatility
modeling; how to delta hedge; an introduction to exotic and path dependent
options; barrier options; fixed income product and analysis yield duration
and convexity; swaps; one factor interest rate modeling; yield curve fitting;
interest rate derivatives; the heath jarrow and morton and brace gatarek and
musiela models; invesment lesson from blackjack and gambling; portfolio
management; value at risk; credit risk; riskmetrics and creditmetrics;
crashmetrics; derivatives; overview of numerical methods; finite difference
methods for one factor models; monte carlo simulation; numerical
integration; forechasting the markets a small degression
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44 MATH. KEUANGAN 332.632 Wil m Wilmott,Paul The Mathematics of Financial Derivatives a
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Australia: University
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46 MATH. KEUANGAN 332.632.3 Gra b Grandville, Oliver de la Bond Pricing and Portfolio Analysis : protecting
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47 MATH. KEUANGAN 332.64 Boy o Boyle, Phelim P. Options and the management of financial risk Schaumburg,IL :
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48 MATH.KEUANGAN 332.64 Bjo a Bjork, Thomas Abitrate Theory in Continous Time 3rd ed Oxford, 2009 The binomial model; portfolio, abitrage, risk neutral; more general period
model; stochastics integrals; differential equations; martiangel, stochastic
discount factors;portfolio dynamics; abitrage pricing; devidends,contingent
claims, black scoles equation,options onfuture, volatility; completeness and
hedging; parity relations and delta hedging; the martiangle approach to
abitrage theory; zero interest rate; the mathematics of the martiangle
aproach; black scoles from models classical approach; multidimensional
models martiangel approach; incomplete market; dividends; currency
derivatives; barrier options; ladders, lookback, domestics and foreign
market stochastics optimal control; the martiangle approach to optimal
investment; optimal stopping theory and american options; bonds and
interest rates; short rate models; multiangle models for the short rate;
forward rate models; change of numeraire; LIBOR and swap market
models; potentials and positive interest; forward and future; measure and
intergration; prorations for multiple input, multiple output pro
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49 MATH. KEUANGAN 332.64 Wat q Watsham, Terry J. Quantitative methods in finance,1st ed. Australia: Thomson,
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50 MATH. KEUANGAN 332.64 Yue m Yue-Kuen, Kwok Mathematical Models of Financial Derivatives with
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51 MATH. KEUANGAN 332.64 Yue m Yue-Kuen, Kwok Mathematical Models of Financial Derivatives 2nd
ed
Singapore: Springer,
2008
Derivatives instruments; financial economics and stochastic calculus;
values and prices forward contracts; interest rate swaps; currency swaps;
dominan trading strategies and linear pricing measures; abitrage
opportunities and risk neural probability measures; valuation of contigent
claims; binomial option pricing model; filtrations; martingales; multiperiod
models; asset proce dynamic and stochastic process; stochastic calculus;
option pricing models; black scholes merton formulation; path dependent
options; transition density function; option with double barriers; discretely
monitored barries options; loockback option; asian options; american
options; numerical schemes for pricing options; interest rate models and
bond pricing; interest rate derivatives bond options LIBOR and swap
product
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52 MATH. KEUANGAN 332.645 Baa i Baaquie, Belal E Interest Rates and Coupon Bonds in Quantum
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Chambridge, 2010 Interest rates and coupon bonds; option theory; Quantum field theory of
bond forward interest rates; libor market model of interest rates; empirical
analysis of forward interest rates; libor market of interest rate options;
numeraires for bond forward interest rates; empirical analysis of interest
rate caps; caopon bond european and asian options; empirical analysis of
interest rate swaptions; correlation of coupon bond options; hedging interest
rate options; interest rate hamiltonian and option theory; american option for
coupon bond and interest rates; libor market model of interest rates
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53 MATH. KEUANGAN 332.645 Gut m Guthrie, Gary L Mathematics of Intrest Rates and Finance Pearson, 2010 M/07133, M/07134 1
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54 MATH. KEUANGAN 332.645 Hul f Fundamentals of Futures and Options Markets, 4th
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55 MATH. KEUANGAN 332.645 Hul o Hull, John C. Options, Futures, and Other Derivatives, 5th ed. Upper Saddle River,
NJ: Pearson, 2003
mechanics of future markets; determination of foward and future prices;
hedging strategies using futures; interest rate markets; swaps; mechanics
of options markets; properties of stock options; trading strategies involving
options; introduction to binomial trees; model of the behavior of stock
prices; black scholes model; options on stock indices, currencies, and
futures; greek letters; volatility smiles; value at risk; estimating volatilities
and correlations; numerical procedures; exotic options; more on models and
numerical procerues; martingales and measures; interest rate derivatives;
swaps revised; credit risk; credit derivatives; real options; insuranec, wather
and energy derivatives; derivatives mishaps and that we can learn from
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56 MATH. KEUANGAN 332.645 Lon m London, Justin Modern Derivatives in C++ Jhon Willey & Sons,
2005
black scholes and pricing fundamnetals; monte carlo simulation; binomial
trees; trinomial trees; finite difference methods; exotic options; stochastic
volatility; statistical models; stochastic multifactor models; single factor rate
models; tree buiding procedures; two factor models and the health jarrow
morton model; libor market models; bermudan and exotic interest rate
derivatives
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57 MATH. KEUANGAN 332.64'5 Lon m London, Justin Modeling Derivatives in C++ London; John Wiley & Sons, 2005Black-sholes; pricing fundamentals; monte carlo simulation; binomial trees;
trinomial trees; finite difference methods; exotic options; stochastic volatility;
statistical models; stochastic multifactor models; single factor interest rate
models; tree buliding procedures; two factor models; heath-jarrow-morton
model; LIBOR market models; bermudan; exotic interest rate derivatives;
probability; stochastic calculus; London, Justin
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58 MATH. KEUANGAN 332.64'5 McD d McDonald, Robert L Derivatives Markets, 2nd ed. Boston: Addison
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61 MATH. KEUANGAN 332.8 Fin edited: Runggalder W.J. Financial mathematics Berlin: Springer
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risk sharing, adverse selection and market structure: some notations and
assumptions; price formation and market mechanism; price formation and
market; concluding comments; interest rate theory: the bond market; short
rete models; heath jarrow morton; change of numeraire; some new
directions; optimal trading under constraints: the model; portfolio and wealth
processes; princing contingent claims in a complete market; convex sets
and constrained portfolios; nonlinear portfolio dynamics large investor;
general nonlinearities and foward backward sdel example; utility functions;
portfolio optimization problem; utility based princing; hedging and portfolio
optimization; auxiliary martingales; hedging price; maximizing utility from
terminal wealth; portfolio optimization under drawdown; Nonlinear princing
theory and backward stochastic differential equations: classical linear
princing theory; nonlinear arbitrage princing; convex price systems and
upper pricing; Market imperfections, equailibrium and arbitrage:
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financial derivatives; primer on the arbitrage theorem; calculus in
deterministic and stochastic enviroments; princing derivatives; tools in
probability theory; martingales and martingale represntations; differentiation
in stochastic enviroments; wiener process and rare events in financial
markets; integration in stochastic enviroments; itos lemma; dynamics of
derivative prices; princing derivative products; the black scholes pde;
princing derivative products; equivalent martingale measures; new results
and tools for interest sensitive securities; arbitrage theorem in a new
setting; modeling term structure and related consepts; classical and hjm
approaches to fixed income; classical pde analysis for interest rate
derivatives; relating conditional expectations to pdes; stopping times and
american and american type securities
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64 MATH .KEUANGAN 332.8 Kel t Kellison, Stephen G. The Theory of interest, 3rd ed. MccGrawHill, 2003 The accumulation and amount functions; The effective rate of interest;
Compound interest; Present value; The effective rate of discount; Forces of
interest and discount; Varying interest; Compound interest for fractional
periods; Derivation involving method of equated time; Amortization
schedules and sinking funds; Finding the outstanding Irian; Step-rate
amounts of principal; Bonds and other securities; Premium and discount;
Derivation of the bond salesman's formula; Interest; Portfolio methods and
investment year; measurement of a fund; Interest sensitive cash flows;
Binomial lattices; Continuous stochastic models; Derivation of the variance
of annuity; Options and other derivatives;
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65 MATH .KEUANGAN 332.8 Par t Parmenter, Michael M Theory of Interest and Life Contingencies with
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66 MATH .KEUANGAN 332.8 Vaa m Vaaler, Leslie Jane Mathematical Interest Theory 2nd ed The Mathematical
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67 MATH. KEUANGAN 332.8'01 Nef i Neftci, Salih N. An Introduction to the Mathematics of Financial
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Amsterdam: Academic
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Mathematics; Financial Derivatives; Stochastic Processes; Arbitrage
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68 MATH. KEUANGAN 336.29 Mus m Musiela, Marek Martingale methods in financial modelling Berlin: Springer
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Financial derivatives; Cox-ross-rubinstein model; Finite security markets;
Market imperfections; Black-scholes model; Modifications-black-scholes
model; Foreign market derivatives; American options; Exotic options;
Continuous-time seciroty markets; Interest rates-related contracts; Models-
short-term rate; Model-instantaneous forward rates; Model-bond prices-
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69 MATH. KEUANGAN 338.521 Hir p Hirshleifer, Jack Price Theory and Applications, 6th ed. Upper Saddle River,
NJ: Prentice Hall, 1998
nature and scope of economics; working tools; utility and preference;
consumption and demand; applications and extensions of demand theory;
business firm; equilibrium in the product market; monopolies and cartels;
product as a variable; oligopoly and strategic behavior; demand for factors
of production; resource supply and factor market equilibrium; exchange,
transactions, and money; economics of time; walfare economics: the
market and the state; goverment, conflict, and cooperation
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70 MATH. KEUANGAN 338.7'01 Cho m Chorafas, Dimitris N Modelling the survival of fiancial and industrial
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with the internal ratings-based (IRB) method
New York; PALGRAVE
MACMILLAN, 2002
Finance; survival; contribution of science; solution of real-life business
problems; natural death; internal rating-based solution; financial analysis
worth the cost; the effort; management based; modern business; actuarial
reserves; forecasting; market discipline; economic predictions; financial
forecasting; assessment of creditworthiness; models in evaluating credit
risk; model of actuarial sciences; cost money; qualitative and quantitative;
measurement practices; monte carlo method; value risk; VAR; operational
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Calculus; Financial; Discrete processes; pricing market; interest rate; Bigger
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72 MATH. KEUANGAN 519 Mat edited, S.D. Howison
F.P. Kelly P. Wilmott
Mathematical models in finance London Chapman &
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Mathemtical models-finace; Applied mathemtics-finance; Super-replicating
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73 MATH. KEUANGAN 657.044 Eng s Englard, Brunch Schaum Outlines Intermediate Accounting II Schaum Outlines
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74 MATH. KEUANGAN 657.42 Pol s Polimeni, Ralph S Schaum Outlines Cost Accounting 3rd ed Schaum Outlines
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76 MATH. KEUANGAN 658.151 Cut f Cutbertson, Keith Financial Engineering : derivatives and risk
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explisit inversive pseudorandom number, binary threshold
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volatility models;obtain clearer;convergence rates;empiral test;stochastic
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LAN; WAN; Internet; Networks; so you think you're ready for the long haul;
codes and signaling; basic trunking, or two tin cans and a string; basic
transmission; the regulatory environment: past, present, and future; the
players; determining the requirements for wide area connections; now for
the hard part; t1services; switched multimegabet data service; X.25; frame
relay; integrated services digital network; isoethernet; asynchronous
transfer mode; digital subscriber line and cable modems; premaring to go
wide; tariffed services; contract services; value-added carriers; preparing a
request for proposals for WAN service; questions for the finalists; reviewing
tour bills; management; troubleshooting; WAN security; sticky places on the
WAN; connecting your network to the internet; open systems; the standards
organizations; the supporting orgaizations; the regulatory bodies;
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167 MULTIMEDIA 621.367 Che d Chellappa, Rama Digital image processing Washington: IEEE
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Digital Image; Image Processing; two dimensional discrete markovian
fields; advanced in mathematical models for image processing; markov
random; estimation and choice of neigbors in spatial interraction models of
images; charaterization and estimation; stochastic image models generated
by random tessellation; mosaic models for textures; facet model for image
data; fractal based description of natural scanes; image segmentation and
image models; nonlienar filters for image enhancement; nonlinear filters for
image enchancement; adaptive nonlinear filters for simulationeous removal;
detail preserving ranked order based filters image procesing; image
restoration; kalman filtering; edge adaotive kalman filtering; digital image
restoration using spatial interaction models; stochastic relazation; gibbs
distributions; bayesian restoration; simulated anneling; gaussian random
fields; maximum likelihood image; adaptive restoration images; iterative
signal restoration algorithms; digital signal restoration; image data
compression; data compression; second generation image coding
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169 MULTIMEDIA 621,367 Gon d Gonzales, Rafael C Digital Image Processing Using Matlab 2nd ed Gatesmark Pubs, 2009Digital Image Representation; Converting between Classes; Intensity
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and Reconstruction; Geometric Transformations and Image
Registration; Color Image Processing; Wavelets; Image Compression;
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170 MULTIMEDIA 621.38 Sha d Shamugam, K. Sam Digital and analog communication systems New York: John Wiley
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171 MULTIMEDIA 621.381 Car m Carr, William N. Mos/LSI design and applications New York: McGraw-Hill
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172 MULTIMEDIA 621.381.958 Cas d Castleman, Kenneth R. Digital image processing Englewood Cliffs, NJ:
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Digital Image; Image Processing; Castleman; Image-Digital Processing;
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Operations; Linear System Theory; Fourier Transform; Filter Design;
Processing Sampling Data; Discrete Image Transforms; Wavelet
Transforms; Optic, System Analysis; Image Restoration; Image
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174 MULTIMEDIA 621.382.2 Vet w Vetterli, Martin Wavelets and Subband Coding New Jersey: Prentice
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175 MULTIMEDIA 621.39 Gaj p Gajski, Daniel D. Principles of Digital Design London: Prentice-Hall,
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176 MULTIMEDIA 621.39 Wak d Wakerly, John F. Digital design prinsiples and practics, 2nd Englewood Cliffs, NJ:
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Digital Design; Principles-Practics; Wakerly; Number Sytems, Codes;
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177 MULTIMEDIA 621.395.02 Mic s De Micheli, Giovanni Synthesis and Optimization of Digital Circuits New York: McGraw
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178 MULTIMEDIA 621.382 Pur i Pursley, Michael B Introduction to digital communications Singapore: Prentice-
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179 MULTIMEDIA 621.382 Cou d Couch, Leon W Digital and analog communication system, 7th ed New Jersey: Prentice-
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systems; digital signaling; line codes; intersymbol interference; nonlinear
distortion; error probabilities for binary signaling; wirelles communication
systems; trigonometry; complex numbers; differential calculus; probability
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182 MULTIMEDIA 629.892 Adv Advanced in Signal Processing Probotics and
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183 MULTIMEDIA 651.8 Bar o Barcomb, David Office automation a survey of tools and technology America: Digital
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185 MULTIMEDIA 658.403 028 5 Tur d Turban, Efraim Decision support systems, 5th Upper Saddle River,
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Systems; Data Managemet; Werehousing; Access; Visualization; Modeling-
Analysis; Knowledge-Based Decision Support; Artificial Intelligence; User
Interface; Decision Visualization Applications; Construction-Decision; DSS
Research; Network Decision Support; Group Decision Support Systems;
Executive Information Fundamentals-Expert Systems; Knowledge
Acquisition-Validation; Knewledge Representation; Inferences;
Explanations; Uncertainty; Building ExpertSystems; Process-Tools; Newral
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Latex; Graphics Computing; Illustrating-Documents; Tex; Goossens; Rahtz;
Mittelbach; graphincs with latex; the latex 2 graphics bundle; working with
metafont and metapost; harnessing postscript inside latex: the pstricks
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188 MULTIMEDIA 686.225 Kop g Kopka, Helmut A Guide to latex document preparation for
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1 NUMERIK 004.16 Lin m Lindfield, G.R. Microcomputers in numerical analysis New York Ellis
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Numerical Analysis; Microcomputers; Lindfield; Penny; Using
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2 NUMERIK 005.13 Bor f Borse,G.J Fortran 77 and numerical methods for
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3 NUMERIK 005.13 Nyh f Nyhoff, Larry Fortran 77 and numerical methods for engineers
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Prentice-Hall 1995
introductory and history; program development; basic fortran; structured
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4 NUMERIK 511.4 App edited: C.K. Chui, L.L
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Approximation and interpolation (approximation
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Singapore: World
Scientific, 1995
differentiated shift invariant integral operators; efficient matrix methods for
the true least square approximation of structure multivariate data; vectorially
minimal projections; error of a arbitraty order for the approximate solution of
systems; simultaneous approximation constants; haar theory in vector
valued continuous function spaces; problems of approximations to the
analytic functions by analytics complex planar splines; numerical
transformations of divervent neumann sequences for fredholm integral
equation; convergence problems for kergin interpolation; simultaneous
hermite pade interpolants; construction of minimal projections; matrix
valued nevanlinna pick interpolation; approximation using positive definite
dunctions; algebraic modulus of smoothness; computation of matrix pade
approximations; limit relation in approximation theory; orthogonality of
weighted faber polynomials; asymtotically best spline approximation;
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5 NUMERIK 511.4 Mor n Morton, B.R. Numerical approximation New York: Dover
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6 NUMERIK 511,43 Bay e Baylis, John Error-correcting codes a mathematical introduction London: Chapman &
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Linear Algebra Background; Computation and Condition; Linear Equations;
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8 NUMERIK 515.35 Cel n Celia, Michael A. Numerical Methods for Differential Equations:
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Prentice Hall, 1992
characteristics and boundary conditions for partial differential equations;
finite difference approximations; finite element approximations;
discretization considerations and design of approximations; accuracy and
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9 NUMERIK 515.35 Mil n Milne, William Edmurd Numerical solution of differential equations,2nd ed New York: Dover
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10 NUMERIK 515.352 Sha n Shampine, Lawrence F. Numerical Solution of Ordinary Differential
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11 NUMERIK 515.353 Chu a Lam, Chung-Yau Applied Numerical Methods for Partial Differential
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Introduction to partial differential equations; introduction to finite difference
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background mathematics; finite differences and parabolic equations;
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introduction and finite difference formulae; parabolic equations: finite
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14 NUMERIK 515.62 Asc n Ascher, Uri M. Numerical solution of boundary value problems for
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Philadelphia,PA: Siam,
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numerical analysis and mathematical background; numerical linaer algebra;
nonlinear equations; polynomial interpolation; piecewise polynomials;
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operators and discretizations; theory of ordinary differential equations; initial
value methods; finite difference methods; decoupling; solving linaer
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Numerical Analysis; Applied Science; Statistics; Allen; Isaacson; some
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20 NUMERIK 519.4 Atk i Atkinson, Kendall E. An Introduction to numerical analysis,2nd ed. New York: John Wiley
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Numerical Analysis; Atkinson; error: its sources, propagation, and analysis;
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22 NUMERIK 519.4 Bak n Bakhvalov, N.S. Numerical methods : analisis, algebra, ordinary
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23 NUMERIK 519.4 Bar i Bulirsch, J. Stoer R. Introduction to numerical analysis New York: Springer
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24 NUMERIK 519.4 Bor n Borse, G.J. Numerical methods with matlab a resource for
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linear analysis and matrices; fundamental definitions; solution of the matrix
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varible; minimum or maximum of a function; numerical integration
techniques; functions of two or more variable; derivatives of multivariable
functions; roots of multivariable functions; minimization of a multivariable
function; multiple integrals; monte carlo integration; data analysis and
modeling; statistical description of data; linear least square analysis;
nonlinear least square; interpolation and spline fits; fourier analysis;
differential equations; elentary concepts; initial value differential equations;
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25 NUMERIK 519.4 Bre n Breuer, Shlomo Numerical mathematics a laboratory approach New York: Cambridge
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Numerical Laboratory; Mathematics; Iterations; Approximations;
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26 NUMERIK 519.4 Buc n Buchanan, James L. Numerical Methods and Analysis New York: Mcgraw-hil;
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27 NUMERIK 519.4 Bur n Burden, Richard L. Numerical analysis, 6th ed. Pacific Grove: Brooks,
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Numerical analysis; Differential equations; Matric algebra; Software;
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preliminaries; solution of equations in one variable; interpolation and
polynomial approximation; numerical differential and integration; initial value
problems for ordinary differential equations; direct methods for solving linear
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Mathematical preminaries and error analysis; solutions of equations in one
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32 NUMERIK 519.4 Car d Carnahan, Brice Digital computing and numerical methods with
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33 NUMERIK 519.4 Cha m Chapra, Steven C. Metode numerik untuk teknik dengan penerapan
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34 NUMERIK 519.4 Cha m Chapra, Steven C Metode numerik, jil. 1 ed.2 Jakarta: Erlangga,
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35 NUMERIK 519.4 Che n Cheney, Ward Numerical mathematics and computing, 3rd ed California: Brooks,
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Numerical Mathematics; Computing; Cheney; Kincaid; number
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approximation by spline functions; ordynary differential equations; systems
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36 NUMERIK 519.4 Che n Cheney, Ward Numerical mathematics and computing, 4th ed. Pacific Grove, CA:
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Numerical Mathematics; Computing; Cheney; Kincaid; number
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numerical differentiation; numerical integration; systems of linear equations;
approximation by spline functions; ordynary differential equations; systems
of ordynary differential equations; smoothing of data and the method of
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37 NUMERIK 519.4 Con d Conte, S.D. Dasar-dasar analisis numerik suatu pendekatan
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38 NUMERIK 519.4 Con e Conte, S.D. Elementary numerical analysis an algorithmic
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Numerical Methods; Unconstrained Optimization; Nonlinear Equations;
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45 NUMERIK 519.4 Epp i Epperson, James F. An Introduction munerical methods and analysis New York: John Wiley
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introductory concepts and calculus review; a survey of simple methods and
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46 NUMERIK 519.4 Fai n Faires, J. Douglas Numerical methods, 2nd ed. Pacific Grove, NA:
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problems for ordinary differential equations; direct methods for solving linear
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49 OPTIMISASI 512.5 Adv Edited: J.E. Beasley Advanced in linear and integrer programming Oxford: Clarendom
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51 OPTIMISASI 515 Gil p Gill, Philip E. Practical optimization London: Academic
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Linear Fillering; Stochastic Control; Nonlinear Stochastic; Perturbation
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Mathematical programming; Solving math programs-LINDO; Analyzing
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73 OPTIMISASI 519.6 Lup m Luptacik, Mikulas Mathematical Optimization and economic Analysis Springer M/06454 1
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75 OPTIMISASI 519.7 Bro s Bronson, Richard Schaum's outline of operations research: including
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77 OPTIMISASI 519.7 Fan f Fang Yong Fuzzy portfolio optimization: theory and models Verlag Berlin;
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83 OPTIMISASI 519.7 Roc n Rockafellar R.T Network flows and monotropic optimization Belmont: Athena, 1998 paths, trees and cycles; algorithm design and analysis; shortest paths: label
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87 OPTIMISASI 519.7 Sud m Sudradjat, Supian Mathematical Programming Models for Portfolio
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88 OPTIMISASI 519.7 Sys d Syslo, Maclej M. Discrete optimization algorithms with pascal
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89 OPTIMISASI 519.7 Thi d Thierauf, Robert J. Decision making through operation research New York: John Wiley
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91 OPTIMISASI 519.7 Wil m Williams, H. Paul Model building in mathematical programming, 4th
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solving mathematial programming models; building linear programming
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Mathematical Programming; Algorithms; Winston; basic linear algebra;
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94 OPTIMISASI 519.703 Bat d Bather, John Decision theory an introduction to dynamic
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100 OPTIMISASI 519.703 Sni d Sniedovich, Moshe Dynamic programming New York: Marcel
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methods; succetive approximation methods; optimal policies; the curse of
dimensionality; the rest is mathematics and experience; refinements; the
state; parametric schemes; the principles of optimality; forward
decomposition; push; contraction mapping; fractional programming;
composite concave programming; the principles of optimality in stochastic
procesess; the corridor methods
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102 OPTIMISASI 519.71 Baz l Bazaraa, Mokhtar S. Linear Programming and Network Flows 4th ed Willey, 2010 Linear algebra, convex analysis and polyhyedral sets; the simplex methods;
starting solution and convergence; special simplex implementations and
optimality conditions; duality and sentivity analysis; the decomposition
principle; complexity of the simplex algorithm and polynomial time
algorithms; minimal cost nerwork flows; the transportation and assignment
problem; the out of killer algorithm; maximal flow shortest path
multicommodity flow and network synthesis problems
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103 OPTIMISASI 519.71 Gas l Gass, Saul I. Linear Programming methods and applications,3rd
ed.
Tokyo: McGraw Hill,
1969
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104 OPTIMISASI 519.71 Had l Hadley, G. Linear programming Reading,
Massachusetts:
Addison-Wesley, 1962
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105 OPTIMISASI 519.71 Ign l Ignizio, James P. Linear programming New York: Prentice-
Hall International, 1994
Linear Programming; Simple Methods; Duality Analysis; Sensitivity
Analysis; Network Model; Heuristic Programming; Multiobjective
Optimization; Multiobjective Model; Ignizio; Cavalier; Production-Overview;
Conventional Linear Programming; Linear Programming Model;
Foundations-Simplex Method; Simplex Method: Tableaux-Computation;
Special Simplex Implemantations; Duality-Sensitivity Analysis; Alternatives-
Simplex Algorithm; Applications-IP-Information Technology; Network-
Integer Models; Network Simplex Method; Transformation-Assigment
Problems; Integer Programming; Heuristic Programming;Multiobjective
Optimization; Multiobjective Models; Multiplex Algorithm; Duality-Senitivity
Analysis-Linear Multiplex; Extensions-Multiplex; Review-Linear Algebra
Q/02367 1
106 OPTIMISASI 519.71 Kak p Kakiay, Thomas J. Pemrograman Linier: metode & problema, ed. 1 Yogyakarta: ANDI,
2008
M/06167 Tidak Ada 1
107 OPTIMISASI 519.71 Ker p Kerami, Djati Materi Pokok Pemrograman Linear
Mata4230/3sks/modul 1-9
Jakarta: Univ.Terbuka,
2008
M/05756, M/05757 2
108 OPTIMISASI 519.71 Kim i Kim, Chao Introduction to linear programming New York: Holt
Rinehart & Winston,
1971
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3
109 OPTIMISASI 519.71 Nas p Nasendi, B.D. Program linear dan variasinya Jakarta: Gramedia,
1985
M/02888, M/02889,
M/02886
3
110 OPTIMISASI 519.71 Sit p Sitorus, Parlin Program Linier Jakarta: Universitas
Trisakti, 1997
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111 OPTIMISASI 519.71 Sup l Supranto, J. Linear programming, 2nd ed. Kalarta: Lembaga
Penerbit FE-UI, 1983
M/02881, M/02884,
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112 OPTIMISASI 519.71 Tap m Tapiluow, Marten Materi pokok program linear PMAT 4443/2
SKS/Modul 1-3
Jakarta: Karunika-
Universitas, Terbuka
1986
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113 OPTIMISASI 519.72 Ber i Bertsimas, Dimitri Introduction to linear optimization Belmont: Athena
scientific, 1997
geometry linear programming; simplex method; duality theory; large scale
optimization; network flow problems; complexity linear programming;
ellipsoid method; interior point methods; integer programming formulations;
integer programming methods; the art in linear optimization; Bertsimas,
Dimitris
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114 OPTIMISASI 519.72 Kol e Kolman, Bernard Elementary linear programming with applications San Diego: Academic
Press ,1995
Elementary Linear; Programming; Applications; Kolman; Beck; Review of
linear algebra; introduction to linear programming; matrices; gauss-Jordan
reduction; subspances; linear independence and basis; the linear
programming problem; matrix notation; geometry of linear programming
problems; extreme point theorem; simplex methods; degeneracy and
cycling; artificial variables; further topics in linear programming; duality;
duality theorem; computational relations between the primal and dual
problems; sensitivity analysis; computer aspects; integer programming;
cutting plane methods; branch and bound methods; computer aspect;
special types of linear programming problems; transportation problems; the
assignment problem; graphs and networks; basic definitions; the maximal
flow problem; the critical path methods; computer aspects;
Q/04067 1
115 OPTIMISASI 519.72 Man n Mangasarian, Olvi L. Nonlinear programming New York: McGraw-
Hill, 1969
M/02880 1
116 OPTIMISASI 519.72 Mca o McAloon, Ken Optimization and computional logic New York: John Wiley
& Sons, 1996
Computional Logic; Optimization; McAloon; Tretkoffcontraints and
optimization; loop constructs; structured linear programming; conjungction;
implication; conditinal disjunction; negation; sensitivity analysis;
backtracking; classical disjunctioness; depth first branch; injury method;
tightening linear relazation; further search methods; mathematical
underpinnings
Q/00338 1
117 OPTIMISASI 519.72 Sch t Schrijver, Alexander Theory of linear and integer programming New York: John Wiley,
1999
Theory-Linear; Theory-Integer; Integer Programming; Schrijver; introduction
and preliminaries; problems, algorithms, and complexity; linear algebra;
linear algebra and complexity; lattices and linear diophantine equations;
theory of lattices and linaer diophantine equations; algorithms for linaer
diophantine equations; diophantine approximation and basis reduction;
polyhedra, linear inequalities and linaer programming; dundamental
concepts and results polyhedra, linaer ingequalities and linear
programming; structure polyhedra; polarity, and blocking and anti blocking
polyhedra; sizes and the theoretical complexity of linear inequalities and
linear programming; simplex method; primal dual method; primal dual,
elimination, and relazation methods; chachiyan methods for linear
programming; ellipsoid method for polyhendra more genrally; further
polynomiality results linear programming; integer linear programming;
estimates integer programming; complexity of integer linear programming;
totally unimodular matrices; recognizing total unimodularity; integral
polyhendra and total dual integrality; cutting planes
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3
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118 OPTIMISASI 519.72 Wri p Wright, Stephen J. Primal-dual interior-point methods Philadelphia,PA: Siam,
1997
linear programming; primal dual methods; the central path; primal dual
gramework; path folowing methods; potential reduction methods; ingeasible
strating points; superliear convergence; extensions; methrotras predictior
corrector algorithm; linaer algebra issue; karmarkars algorithm; linear
programming and interior point methods; optimality condition, duality, and
solutions sets; duality; partition and strict complementarity; strictly interior
point; rank matrix; bases and vertices; farkas lemma and proof goldman
tucker result; promal methods; primal dual methods; compelxity theory;
polynomial versus exponential, worst case versus average vase; stroring
problem data dimension and size; turing machine and rational arithmetic;
linear programming and rational numbers; moving solution from an interior
point; compexity simplex, ellipsoid, and interior point methods; polynomial
and strongly polynomial algorithms; beyond turing machine model; real
number model and algebraic complexity; general complexity theorem for
parth folowing methods; potential reduction methods; promal dual potential
reduction algorihtms; reducing forces convergence; quadratic estimate;
bounding the coefficients; estimate reduction and polynomial complexity;
choosing; path flolowing algorihtms; short step path folowing algorihtm;
Q/00339 1
119 OPTIMISASI 519.72 Wu l Wu, Nesa Linear Programming and Extensions New York: McGraw
Hill, 1981
Nonlinear Programming; Theory-Algorithms; Bazaraa; convex sets; convex
analysis; convex functions dan generalizations; optimality conditions and
duality; constraint qualifications; langrangin duality and saddle point
optimality conditions; algorithms and their convergence; unconstrained
optimization; penalty and barrier functions; methods of feasible directions;
linear comlementary problems; queadratic; separable; fractional; geometric
programming
M/04785, M/05072,
M/05073, M/05415,
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6
120 OPTIMISASI 519.76 Bac l Bacciotti, Andrea Local stabilizability of nonlinear control systems Singapore: World
Scientific, 1992
Local Stabilizability; Nonlinear; Control System; Bacciotti; general
framework; statement problems; motivations; definitions; linear systems;
linearization approach; obstructions to stabilizality; controllability and
strabilizality; liapunovs direct method; artsteins theorem; jurdjevid quinn
approch; asymptotic controlllability; linear systems; homogeneous systems;
bilinear systems; indirect approaches; local approximation; critical cases;
cascade systems; exact and partial linearization; minimum phase systems;
low dimensional systems; interest of low dimensional cases; one
dimensional systems
Q/00334 1
121 OPTIMISASI 519.76 Baz n Bazaraa, Mokhtar S. Nonlinear programming theory and algorithms, 2nd
ed.
New York: John Wiley
& Sons, 1979
Nonlinear Programming; Theory-Algorithms; Bazaraa; convex sets; convex
analysis; convex functions dan generalizations; optimality conditions and
duality; constraint qualifications; langrangin duality and saddle point
optimality conditions; algorithms and their convergence; unconstrained
optimization; penalty and barrier functions; methods of feasible directions;
linear comlementary problems; queadratic; separable; fractional; geometric
programming
Q/01335, Q/00333,
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6
122 OPTIMISASI 519.76 Baz n Bazaraa, Mokhtar S Nonlinear programming : theory and algorithms,
3rd ed.
New Jersey: John
Wiley & Sons, 2006
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123 OPTIMISASI 519.76 Ber n Bertsekas, Dimitri P. Nonlinear programming, 2nd Belmont: Athena
Scientific, 1995
Unconstrained optimization; optimization over convex set; lagrange
multiplier theory; langrage multiplier algorithms; duality convex
programming; dual methods; mathematical background; convex analysis;
line search methods; implementation newton' method
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124 OPTIMISASI 519.76 Fis l Fishback, Paul E Linear and Nonlinear Programming With Maple :
an interaktive, applications-based Approach
CRC Press, 2010 Introduction to linear programming; prototype example; blending problem;
maple lpsolve commad; basic feasible solution; the simplex algorithtm;
standard application of linear programming; duality and sensitivity analysis;
integer linear programming; nonlinear programming; algebraic methods for
uncostrained problems; numeric tools for unconstrained NLPs; methods for
constrained nonlinear problems; project; important result from linear
algebra; getting started with maple
M/06920, M/06930,
M/06931, M/06921,
M/06986, M/06987,
M/06988
7
125 OPTIMISASI 519.76 Lue l Luenberger, David G Linear and Nonlinear Programming, 2nd ed. London: Addison-
Wesley, 1984
M/01612 1
126 OPTIMISASI 519.76 Lue l Luenberger, David G Linear and Nonlinear Programming, 3rd ed. Springer, 2008 Basic properties of linear programs; the simplex methods; duality; interior
point methods; transportation and network flow problems; unconstrained
problems; basic properties of solution and algorithms; basic decent
methods; conjugate direction methods; quasi newton methods; constrained
minimization; primal methods; penalty and barrier methods; dual and cutting
plane methods; primal dual methods; mathematical review; convex sets
M/06917, M/06943,
M/06935, M/06936
4
127 OPTIMISASI 519.76 Saa n Saaty, Thomas L. Nonlinear mathematics New York: McGraw-Hill
Book Company, 1964
M/02898 1
128 OPTIMISASI 519.76 Zuk l Zukhovitskiy,S.I. Linear and convex programming Philadelphia:
Saunders, 1966
M/04870 1
129 OPTIMISASI 519.77 Hu i HU, T.C Integer Programming and network flows London: Addison-
Wesley, 1969
M/04872 1
130 OPTIMISASI 519.82 Bha i Bhat, Narayan An Introduction to Queueing Theory Modeling and
Analysis in Applications 2nd ed
Birkhauser, 2010 M/08039 1
131 OPTIMISASI 519.82 Bol q Bolch, Gunter Queueing Networks Markov Chains : modeling and
performance evaluation with computer science
applications
Jhon Willey & Sons,
1998
Detailed Analysis of the Response Time and Waiting Time in the M/M/m
FCFS Preemptive-Resume Priority Queue; Exhaustive Vacation Queue with
Dependent Arrival and Service Processes; Delay Analysis of a Queue with
General Service Demands and Phase-Type Service Capacities; A
Queueing Approximation of MMPP/PH/1; Throughput Analysis for the
Opportunistic Channel Access Mechanism in CRNs with Imperfect Sensing
Results; Throughput Analysis of Multichannel Cognitive Radio Networks
Based on Stochastic Geometry; Performance Comparison Between Two
Kinds of Priority Schemes in Cognitive Radio Networks; Performance
Analysis of Binary Exponential Backoff MAC Protocol for Cognitive Radio in
the IEEE 802.16e/m Network; The Pseudo-fault Geo/Geo/1 Queue with
Setup Time and Multiple Working Vacation; Analysis of an M/M/1 Retrial
Queue with Speed Scaling; Mathematical Model and Performance
Evaluation of AMI Applied to Mobile Environment; Retrial Queue for Cloud
Systems with Separated Processing and Storage Units; Performance
Analysis and Optimization of a Queueing Model for a Multi-skill Call Center
in M-Design; Multi-server Queue with Job Service Time Depending on a
Background Process; A Mixed Discrete-Time Delay/Retrial Queueing
Model for Handover Calls and New Calls Competing for a Target Channel
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M/08037, M/08067,
M/08102
5
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132 OPTIMISASI 519.82 Bre i Breuer, L An Introduction to Queueing Theory and Matrix-
Analytic Methods
Sringer, 2011 M/06819 1
133 OPTIMISASI 519.82 Bru c Bruell, Steven C. Computational algorithms for closed queueing
networks
New York: Elsevier
North Holland, 1980
M/02915 1
134 OPTIMISASI 519.82 Gro f Gross, Donald Fundamentals of queueing theory,2nd ed. New York: John Wiley
& Sons, 1985
M/02918, M/04906,
M/05119, M/05137,
M/05143, M/05773
6
135 OPTIMISASI 519.82 Gro f Gross, Donald Fundamentals of queueing theory, 4th ed. Jhon Willey & Sons,
2008
M/07168, M/07169,
M/07170, M/07171,
M/07203, M/07204,
M/07205, M/07206,
M/07207, M/08049
10
136 OPTIMISASI 519.82 Kle q Kleinrock, Leonard Queueing systems problems and solutions New York: John Wiley
& Sons, 1996
Queueing Systems; Problems-Solutions; Kleinrock; Gail; random
processes; queueing theory primer; birth death queueing systems;
markovian queues; the queue M/G/1; the queue G/M/m; the queue G/G/1
Q/04042 1
137 OPTIMISASI 519.82 Kle q Kleinrock, Leonard Queueing systems, vol.II: computer application New York: Addison-
Wesley & Sons, 1976
Queueng theory primer; Bounds, Inequalities; Approximations; Priority
queueing; Computer time-sharing; Multiaccess systems; Computer
communication networks: analysis-design; Measurement flow control;
Queueing systems; Important random processes; Elementary queueing
theory; Birth-death queueing system; Markovian queues; Intermediate
queueing theory; Advanced material; Probability theory refresher
Q/03868, Q/00330 2
138 OPTIMISASI 519.82 Kle q Kleinrock, Leonard Queueing systems vol.1: theory New York: John Wiley
& Sons, Inc, 1975
Queueing systems; Elementary queueing theory; Equilibirium; Markovian
queues; Intermediate queueing theory; Advanced material; Transform
theory refersher; Probability theory refresher
Q/00328, Q/00329,
M/02914, M/05361
4
139 OPTIMISASI 519.82 Kle q Kleinrock, Leonard Queueing Systems Vol.II: Computer Applications New York: Johnn
Wiley & Sons,1998
M/05360, M/02924 2
140 OPTIMISASI 519.82 Lip q Lipsky, Lester Queueing Theory : A Linear Algebraic Approach,
2nd
Springer, LLC 2009 queue; functions; semi markov process; laqt; M/06503 1
141 OPTIMISASI 519.82 Med s Medhi, J Stochastics Model in Queuening Theory 2nd ed Academic Pess, 2003 Markov chains; birth and death queuening systems; poisson process;
Queiuening systems generalizad concepts ; non birth and death
queuening systems markovian model; bulk queues; network of queues;
miscellaneous topics;
M/06765, M06789,
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3
142 OPTIMISASI 519.82 Tan p Tanner, Mike Practical Queueing Analysis London: McGraw Hill,
1995
M/02923 1
143 OPTIMISASI 519,82 Tie q Tien Van Do Queueing Theory and Network Applications :
andvance in intelegent system and computing
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144 OPTIMISASI 519,82 Wah e Wah Chun Chan An Elementary Introduction to Queueing Systems World Scientific, 2014 M/07842, M/08058 2
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145 OPTIMISASI 519,82 Wuy a Wuyi Yue Advanced in Queueing Theory and Network
Applications
Springer, 2009 M/07853, M/08038 2
146 OPTIMISASI 519.83 Gor q Gorney, Leonard Queueing theory a problem solving approach New York: Petrocelli
Book [s.a]
M/02922 Tidak Ada 1
147 OPTIMISASI 519.9 Gen Antoniou Generalized Functions, Operator Theory and
Dynamical System
New Jersey: Prentice
Hall, 1999
Generalized functions; Operator theory; Dynamical systems; generalized
functions and operator theory; hyperfunctions and expansions; partial inner
product spaces of analytic functions; rigged spectral states; densities of
singular measures and generalized spectral decompositions; convolution
kernels and generalized functions; spectral theory of closed linear operators
on banach spaces from a locally conver points of view; ultradistribution and
the levinson condition; representation of the derivaties and products of the
delta function in hilbert space; series representations of the delta functions
in hilbert space; series reoresentations of the complex delta dunction;
antieigenvalues: an extended spectral theory; operator theory and
dynamical systems; lows of nature, probability and time symmetry breaking;
extended spectral decompositions of evolution operators; some little things
about rigged hilbert spaces and quantum mechanics and all that;
axiomatics of thermodynamics and quantum chaos; stochastic evolution on
product manifolds; interaction problems with distribution and hyperfunctions
data; absolute continuity of convolutions of singular measures and new
branches of spectrum; scattering theories involving moving boundaries;
generalized problem for networks of beams; generalized pertubations and
operator relations; spectral analysis of a class of integral difference collision
operators; dynamical aspects of processes with long range memory
Q/00325 1
148 OPTIMISASI 530.1 Coy s Coyle, R.G. System dynamics modelling A practical approach London: Chapman &
Hall, 1996
Influence diagrams; System dynamics; System dynamic mdelling
techniques; System dynamic models; Optimization-system dynamics;
Optimization-practice; Advanced modelling
Q/00321, M/06233,
M/08056
3
149 OPTIMISASI 532.05 Con c Conley, William Computer optimization techniques New York: Petrocelli
Books, 1980
M/02980 1
150 OPTIMISASI 622.1 Nay l Naylor, Arch W. Linear operator theory in engineering and science New York: Holt,
Rinehart & Winston,
1971
M/02941 1
151 OPTIMISASI 629.8 Dor m Dorf, Richard C. Modern control systems, 9th ed. Upper Sadle River, NJ:
Prentice-Hall, 2001
Control systems; Mathematical models-systems; State variable models;
Feedback control systems chareacteristics; Performance-feedback control
systems; Stability-linear feedback systems; Root locus method; Stability;
Design; Robust control systems; Digital control systems
Q/00694, Q/00179 2
152 OPTIMISASI 629.8 Fra f Franklin, Gene F. Feedback control of dynamic systems, 3rd ed. New York: Addison
Wesley, 1994
Feedback Control; Dynamic Systems;dynamic models;dynamic
response;basic properties;root-locus design methods; frequency-response
design method; state-space design; digital control; control systems design;
laplace transforms; complex variable; amatrix theory
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153 OPTIMISASI 629.8 Lap o Lapidus, Leon Optimal control of engineering processes Toronto: Blaisdell
Publishing Company,
1967
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154 OPTIMISASI 629.8 Whi o Whittle, Peter Optimal control basics and bayond New York: John Wiley
& Sons, 1996
Deterministic models; deterministic models and their optimisation; sketch of
infinite horizon behavior; classic formulation of the control problem; state
strucrured deterministic models; stationary rules and direct optimisation for
the lq model; pontrygian maximum principle; stochastic dynamic
programming; stochastic dynamic in continuous time; some stochastic
examples; policy improvement; statioponary processes; optimal allocation;
imperfect state observation; risk sensitivity; time integral methods and
optimal stationary policies; time integrals formalism; optimal stationary lqg
policies; optimal risk sensitive; near determinism and large deviation theory;
essentials of large deviation theory; control optimization in large deviation
limit; controlled first passage; imperfect observatio
Q/04057 1
155 OPTIMISASI 629.83 Phi f Phillips, Charles L. Feedback control systems, 4th ed Upper Saddle River,
NJ: Prentice-Hall, 2000
Models-physical systems; State-variable models; System responses;
Control system characteristic; Stability analysis; Eoot-locus analysis,
design; Frequency-response analysis; Frequency-response design; Modern
control design; Discrete-time systems; Sample-data systemsl Analysis,
design-digital control systems; Nonlinear system analysis
Q/00174 1
156 OPTIMISASI 629.831 Dis f Distefano, Joseph J. Schaum outline series of theory and problem of
feedback and control systems
New York: McGraw-Hill
book Company, 1976
M/02734 1
157 OPTIMISASI 629.831 Hop i Hopcroft, John E. Introduction to automata theory languages and
computation
Reading, MA: Addison-
Wesley, 1979
Finite automata; Regular expressions; Properties-regular sets; Context-free
germany; Pushdoun automata; Turing machines; Undecidability;
Computational complexity theory; Intractable problems
Q/00169, Q/00170,
Q/00616, M/02314,
M/02988
5
158 OPTIMISASI 629.831 Loc o Locatelli, Arturo Optimal control an introduction Basel: Birkhauser,
2001
global methods; the hamilton jacobi theory; the igq problem; the lqg
problem; the riccati equations; variational methods; the maximum priciple;
second variation methods; basic background; eigenvalues assigment;
locatelli
Q/00167, Q/01340 2
159 OPTIMISASI 629.831 2 Bet p Betts, John T. Practical methods for optimal control using
nonlinear programming
Philadelphia: SIAM,
2001
ntroduction to nolinear programming; large, sparse nonlinaer programming;
optimal control preliminaries; the optimal control problems; optimal control
examples; betts
Q/00982, Q/00976 2
160 OPTIMISASI 629.831.2 Bry Bryson, arthur E. Applied optimal control optimization, estimation
and control
Levittown: Taylor&
Francis, 1975
parameter optimization problems; optimization problems for dynamic
systems; optimization problems for dynamic systems with path constraints;
optimal feedback control; linear systems with quadratic criteria: linear
feedback; neighboring extremals and the second variation; numerical
solution of optimal programming and control problems; singular solution of
optimization and control problems; differential games; some concepts of
probability; introduction to randomm processes; optimal filtering and
predictions; optimal smoothing and interpolation; optimal feedback control
int the presence of uncertainty; some basic mathematical facts; bryson
Q/00173, Q/01374 2
161 OPTIMISASI 629.831 2 Cos o Cossin, Didier Optimal control of credit risk London: Kluwer, 2001 literature review; the model; full observation case; partial observation case;
numerical approaches; simulation experiments; optimal control of credit
risk; cossin
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162 OPTIMISASI 629.831.2 Gaj o Gajic, Zoran Optimal control of singularly perturbed linear
systems and applications High-Accuracy
techniques
New York: Marcel
Dekker, 2001
countinuous time linear optimal control systems; discrete time linaer optimal
control systems; optimal control and filtering of multimodeling structures;
optimal control and filtering; high gain, cheep control, and small noise
problems; eigenvector approach for slow fast decoupling; additional opics;
gajic
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3
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163 OPTIMISASI 629.831.2 Lew o Lewis, Frank L. Optimal control, 2nd ed New York: John Wiley
& Sons, 1995
static optimization; optimal control of discrete time systems; optimal control
of continuous time systems; tracking problems and other lqr extensions;
final time free constrained input control for polynomial systems; output
feedback and structured control; robustness and multivariable frequency
domain techniques; lewis
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4
164 OPTIMISASI 629.831.2 Lew o Lewis, Frank L. Optimal control 3rd ed Jhon Willey & Sons,
2012
STATIC OPTIMIZATION; OPTIMAL CONTROL OF DISCRETE-TIME
SYSTEMS; OPTIMAL CONTROL OF CONTINUOUS-TIME SYSTEMS;
THE TRACKING PROBLEM AND OTHER LQR EXTENSIONS; FINAL-
TIME-FREE AND CONSTRAINED INPUT CONTROL; DYNAMIC
PROGRAMMING; OUTPUT FEEDBACK AND STRUCTURED CONTROL;
ROBUSTNESS AND MULTIVARIABLE FREQUENCY-DOMAIN
TECHNIQUES; DIFFERENTIAL GAMES; REINFORCEMENT LEARNING
AND OPTIMAL ADAPTIVE CONTROL
M/07999, M/08000,
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165 OPTIMISASI 629.831.2 Kol o Kolosov, G.E. Optimal design control systems Stochastic and
deterministic problems
New York: Marcel
Dekker, 1999
Dynamic programming approach; Synthesis problems; Stochastic control
systems; Synthesis-quastioptimal systems; Control-oscillatory systems;
Asymtotic synthesis methods; Numerical synthesis methods
Q/00070 1
166 OPTIMISASI 629.831.2 Sei o Seierstad, Atle Optimal Control Theory with Economic
Applications (Advanced textbooks in economics
v.24 Atle Seierstad)
New York: Elsevier,
1987
M/05138, M/05391 2
167 OPTIMISASI 629.831.2 Vin o Vinter, Richard Optimal control Boston: Birkhauser,
2000
Measurable multifunctions and differential inclusions; variational principles;
nonsmooth analysis; subdifferential calculus; the maximum principle;
extended euler langrage and hamilton conditions; necessary conditions for
free and time problems; the maximum principle for state constrained
problems; differential inclusions with state constraints; dynamic
programming; vinter
Q/00166, Q/00998 2
168 OPTIMISASI 629.832 Bur l Burl, Jeffrey B. Linear optimal control H2 and H00 methods California: Addison
wesley, 1999
analysis of control systems; multivariable linear systems; vector random
processes; performance; robustness; the linear quadratic regulator; the
kalman filter; linear quadratic gaussian control; full information control and
estimation; output feedback; controller order reduction; mathematical notes
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169 OPTIMISASI 629.836 Ats a Astrom, Karl Johan Adaptive Control, 2nd ed Reading,Massachusett
s: Addison Wesley,
1995
what is adaptive control; real time parameter estimation; deterministic self
tuning regulators; stochastic and predictive self tuning regulators; model
reference adaptive systems; properties of adaptive systems; stochastic
adaptive control; auto tuning; gain scheduling; robust and self oscillating
systems; practical ussue and implementation; commercial procucts and
applications; persectives on adaptive control; astrom
Q/01136 1
170 OPTIMISASI 631.4 Opt Gerke,Horst H..[et.al] Optimal control of soil venting mathematical
modeling and applications
Basel: Birkhauser,
1999
modeling soil venting; stationary problem and optimal control; well
posedness and optimality; optimization of simple well configurations;
estimating the coefficients; numerical methods and optimizations;
applications; stochastic optimization; discussions and conclusions; gerke
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171 OPTIMISASI 634.928.5 Pro Dixon, Robert K...[et.al] Process modeling of forest growth responses to
environmental stress
Portland: Timber
Press, 1990
challenge to modeling; respectives on process modeling of forest growth
response to enviromental stress; physiological processes and tree growth;
carbon balance model tree growth with a pipe model framework;
photosynthesis, transpiration, and nutrient uptake in relation to tree
structure; scritique of carbon based tree growth models; ecophysiological
processes affeting tree growth; modeling structural functional relationships
in whole ree growth; whole tree growth process models based on structural
functional relationships; mechanistic modeling of nutrient acquistion to tree
roots; modeling growth and production of tree roots; modeling dormancy
release; model structure and database development; forest modeling
approaches; development of empirical forest growth models; methodology
for constructing, estimating coefficient; error propagation and uncertainty in
process modeling; error budgets; growth influencing gactor in dynamic
models of forest growth; lioking mwxhNIARIX MOSWLA; MODELS OF
FOREST DYNAMICS; DEVELOPING a process based growth models;
evaluation of competition models for envestigating tree; conceptual models
of forets growth emphasizing stand leag area; ecological growth model;
static geometric modeling; evaluating effects of pollutants on integrated tree
Q/00124 1
172 OPTIMISASI 658.043 Hes m Hesse, Rick Managerial spreadsheet modeling and analysis Chichago: Irwin, 1997 the nature of managerial problem solving; linear programming: simple
models; postoptimal linear programming analysis; linear programming:
combination models & reports; allocation models; routing models; network
models; integer progamming models; integer programming applications;
nonlinear models; inventory and design;decision analysis; forecasting;
brand swiching and queuing models; simulation: discrete distributions;
simulation: continuous distributions; hesse
Q/00769 1
173 OPTIMISASI 658.151 Sim p Simons, Robert Performance measurement & control systems for
implementing strategy text & cases
Upper Saddle River:
Prentice Hall, 2000
foundations for implementing strategy; basic for successful strategy;
organizing for performance; using information for performance
measurement and control organizational proces model; creating
performance measurement systems; evaluating strategic profit
performance; designing asset allocation systems; linking performance to
markets; building a balanced scorecard; achieving profit goals and
strategies; identifying strategic risk; levers of control for implementing
strategy; simons
Q/01151 1
174 OPTIMISASI 658.403.2 Ber n Bertsekas, Dimitri P. Network optimization continuous and discrete
models
shortest parth problems; the max flow problem; the min cost flow problem;
simplex ethods for min cost flow; dual ascent methods for min cost flow;
auction algorithms for min cost flow; nonlinear network optimization; convex
separable network problems; network problems with integer constraints
Q/00127, Q/01375 2
175 OPTIMISASI 658.56 Bed i Bedworth, David D. Integrated production control systems
management, analysis, design, 2nd
New York: John Wiley
& Sons, 1987
Integrated; Control Systems; Management; Analysis; Design; Bedworth;
Bailey; the role of production control; production control information flow;
forecasting; aggregate planning and master scheduling; materials
requirement planning; inventory analysis and control; sequencing and
scheduling; project planning; scheduling with resource constraints; personal
scheduling; documentation for computer programs
Q/00129 1
176 OPTIMISASI 658.562 Bey Greg Bounds ..[et.al] Beyond total quality management toward the
emerging paradigm
New York: McGraw-
Hill, 1994
Beyond Quality Management; Management Toward; Emerging Paradigm;
Global Compentitiveness;TGM; Organization Culture; Paradigm Shift;
management Role Responsibilities; Concepts-Customer Value; Strategic
Management; Measuring Customer Value; Organizing-Improve Systems;
Interpreting-Meaning; Understanding Causes; Strategic Linkage; Cultural
Change
Q/01378 1
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
177 OPTIMISASI 658.787 Ter p Tersine, Richard J. Principles of inventory and materials management,
4th ed.
Englewood Cliffs, NJ:
Prentice-Hall, 1994
Principles; Inventory-Materials; Management; Tersine; forechasting and
market analysis; independent demand systems: deterministic models;
discrete demand systems: deterministic models; independent deman
systems: probabilistic models; inventory system changes and limitations;
single order quantities; dependent demand systems: material requirements
planning; in processs inventory, just in time, and theory of constraints;
distribution inventory systems; inventory valuation and measurement;
simulation; aggregate inventory control;
Q/00160 1
178 OPTIMISASI 660.028 Cou p Coughanowr, Donald R. Process systems analysis and control, 2nd New York: McGraw-
Hill, 1991
Process Systems Analysis; Analysis Control; Coughnowr; the laplace
transform; linear open-loop systems; linear closed-loop systems; frequency
response; process applications; sampled-data control systems; state-space
methods; nonlinear control; computers in process control
Q/00159 1
179 OPTIMISASI 660.281'5 Smi p Smith, Carlos A. Principles and Practice of Automatic Process
Control, 2nd ed.
New York: John Wiley
& Sons, 1997
mathematical tools for control systems analysis; first order dynamic
systems; higher order dynamic systems; basic components of control
systems; design of single loop feedback control systems; tuning of
feedback controllers; root locus; frequency response techniques; cascade
control; override and selective control; ratio and feedforword control;
multivariable process control; mathematical tools for computer control
systems; design of computer control systems; instrumentation symbols and
labes
Q/01142 1
180 OPTIMISASI 808.02 sey d Seyler, Dorothy U. Doing research the complete research paper
guide, 2nd ed
Boston: McGraw Hill,
1999
understanding research; locating sources; preparing a bibliography;
understanding sources and taking notes; presenting and documenting
research; writing the paper; observing other styles of documentation
Q/00925 1
181 OPTIMISASI 808.066 5 Ach p Achmadi, Suminar
Setiati
Penuntun penulisan ilmiah Jakarta: UI Press,
1988
karangan untuk jurnal; tinjuan; makalah seminar atau pertemuan ilmiah;
laporan praktek dan tugas tinjuan; tesis
Q/00152 1
1 PARALLEL 004 Eva p Evans, David J. (edited) Parallel processing systems London: Cambridge
University Press, 1982
M/02300 1
2 PARAREL 004.2 Hwa c Hwang, Kai Computer architecture and parallel processing New York: McGraw-Hill
Book Company, 1985
M/02142 1
3 PARALLEL 004.35 ADV Editor; Parashar, Manish Advanced Computational Infrastructures for
Parallel and Distributed Adaptive Applications
New Jersey; John
Wiley & Sons, 2010
Parallel computing; Imaging technologies; data-directed importance
sampling; scientific computing; hypergraph-based dynamic; optimization
method; variable partition; hybrid runtime management strategies; adaptive
computing systems
M/06355 1
4 PARALLEL 004.35 Cie p Ciegis, Raimondas Parallel Scientific Computing and Optimization :
advanceds and applications
Springer, 2009 Recsy and scasy library software recursive blocked and parallel algorithms
for syverster type matrix equations with some applicaions; parallelzation of
linear algorithms algebra algoritms using parsol library of mathematical
object; the development an object oriented parallel block preconditioning
framework; a space linear system solver used in a distributed and
heterogen grid computing environment; parallel diagonalization
performance on high performance computers; parallel optimization in
multidimensional scaling; high performance parallel support vector machine
training; parallel branch and bound algorithm with combination of lipschitz
bounds over multidimensional simplices for multicore computers;
experimental invertigation of local seaches for optimization of grillage type
foundations; mixed mode programming on HPCx
M/07574, M/07575,
M/07576, M/07577,
M/07578
5
Page 248 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
5 PARALLEL 004.35 Ece p Ecer, A. Parallel Computational Fluid Dynamics :
implementations and results using parallel
computers
Elsevier, 1996 M/07631, M/07632 2
6 PARALEL 004.35 Fis a editor: Fischer, H. Applied mathematics and parallel computing Heidelberg Physica
Verlag 1996
informatics and the internal necessity for the mathematization of the
seciences; new semi infinite programming method for nonlinear
approximation; exhibition organized by klaus ritter on the occasion of the
125th; convavity ot the vector value functions occuring in fuzzy
multitobjective decision making; algorithm for the solution of the parametric
quadratic programming problem; optimal and asymtotically optimal equi
partition of rectangular; trust region interior point algorithms; adaptive kernel
inteior point algorithm; adaptive kernel estimation; automatic differentiation;
mathematical programming isotonic regression; mathematical
programming; machine learning via polyhendral concave minimization
Q/00251, Q/00252 2
7 PARALEL 004.35 Fou p Fountain, T.J. Parallel computing principles and practice, 1st ed Cambridge Cambridge
University Press 1994
paradignms of parallel computing; programming parallel computers;
connectivity; processor design; system performance; some case studies;
conclusion;
Q/00260 1
8 PARALEL 004.35 Mol p Moldovan, Don I. Parallel processing from applications to systems New York Morgan
Kaufmann 1993
Parallelism-Consept; Application-Parallel Processing; Relation Between
Parallel Algorithms-Architectures; Perfomance-Parallel Computations; Main
Issues-Future Research; Parallel Numerical Algorithms; Parallel Non-
Numerical Algorithms; Removal-Output Dependencies-Antidenpendencies;
Programs-Loops; Transformation-Index Sets; Transformation
Dependensies; Optimal Time Transformations; nonlinear Transformations;
Single-Instruction Multiple-Data Computer; Interconnection Networks; SIMD
Supercomputers; Systolic Array Processors; Associative Processing;
Mapping-Algorithms; Algorithm Partitioning; Multiprocessor Systems; Data-
Flow Computing; Dynamic Data Flow Computers; Combinig Data Flow;
Parallel Processing; Rule-Based Systems; Semantic Networks; Moldovan
Q/00250 1
9 PARALEL 004.35 Num Edited by : Bruaset, Are
Magnus
Numerical Solution of Partial Differential Equations
on Parallel Computers
Springer, 2006 parallel programming models applicable to cluster computing and beyond;
partitioning and dynamic load balancing for numerical solutionof partial
differential equations; graphics processor units new prospetif for parallel
computing; domain decomposition techniques; parallel geometric multigrid;
parallel algebraic multigid method high performance preconditiones; parallel
mash generation;the disign and implementation of hypre a library of parallwl
high performance preconditions; paralllelizing PDE solvers using the pyton
programming language; parallel PDE based simulation using the common
component architecture; full scale simulation of cardiac electro physiology;
developing a geodynamics simulator with PETSc; parallel lattice boltzmann
methods for CFD applications
M/07572, M/07573 2
10 PARALLEL 004.35 PAR Editor; Ciegis,
Raimondas…et.al
Parallel Scientific Computing And Optimization :
advanced and applications
New York; Springer,
2009
Parallel Algorithms; matrix computations; linear algebra algorithms; linear
system solver; GREMLINS Solver; parallel diagonalization; parallel
optimization; parallel branch and bound; high-performance parallel;
multidimensional scaling; mixed mode programming HPCx; parallel
scientific computing; parallel numerical solver;
M/06331 1
11 PARALEL 004.35 Sch l Schroder-Preikschat,
Wolfgang
The Logical Design of Parallel Operating Systems New York Prentice Hall
1994
functional decomposition; system composition; operating principle; transient
obeject; class ensemble; system abstarctions; discussion
Q/00819 1
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
12 PARALEL 004.35 Tro p Trobec, Roman Parallel Computing : Numerics, Applications and
Trends
Springer, 2009 M/07633, M/07634,
M/07635, M/07636
4
13 PARALEL 005 Rei s Reif, John H. Synthesis of parallel algorithms John California Morgan
Kaufmann 1993
fundamentl parallel graph algorithms; prefix sums and their applications;
introduction to parallel connectivity, list ranking, and euler tour techniques;
list ranking and parallel tree contaction; advanced parallel graph algorithms;
randomized parallel connectivity; advanced parallel frefix sums; list ranking
and connectivity; parallel lowest common ancestor computation; parallel
open ear decomposition with applizations to graph biconnectivity and
triconnectivity; parallel algorithms for chordal graphs; parallel sorting and
computational geometry; random sampling techniques and parallel
algorithm desing; parallel merge sort; deterministic parallel computational
geometry; fundamental parallel algebraic algorithms; newton iteration and
intteger division; parallel linear algebra; advanced parallel algebraic
algorithms; parallel solution of sparse linear and parth systems; parallel
resultant computation; extension of parallel tree contraction to algebraic and
logical problems; dynamic parallel evaluation of computation dags; parallel
complexity of logical inference; parallel combinatorial optimization; parallel
graphs matching; parallel algorithms for networking flow problems; inherient
limitations of parallel computations; complexity of computation on the
Q/00215 1
14 PARALEL 005.1 Ber f Berman, Kenneth A. Fundamentals of sequential and parallel
algorithms
New York PWS 1997 introudction and preliminaries; elementary data structures; design analysis
of sequential algorithms; sequential sorting algorithms and their analysis;
introduction to parallel algorithms and architectures; parallel sorting;
induction, correctness proofs and recurrence relations; graphs, digraphs
and sets; probability and average complexity of algorithms; introudction to
lower bound theory; parallel prefix, matrix multiplication and pointer jumping;
greedy method; divide and conquer; dynamic programming; backtracking
and branh and bound; heuristic serach; dictionary problems; probabilistic
algorithms; graph algorithms
Q/04084 1
15 PARALEL 005.1 Fre p Freeman, T.L. Parallel numerical algorithms New York: Prentice-
Hall 1992
fundamentals; system support; numerical libraries; gaussian elimination;
futher linear algebra; other areas; recent developments
Q/02046, Q/02045,
Q/02043, Q/02044
4
16 PARALEL 005.11 Lei p Leighton, F. Thomson Introduction to Parallel Algorithms and
Architectures: Arrays, Trees & Hypercubes
Morgan Kaufman,
1992
arrays and trees; elementary and counting; integer arithmetic; matrix
algorithms; retiming and systolic conversion; graphs algorihtms; sorting
revisited; packet routing; image analysis and computational geometry;
higher dimensional arrays; meshes of trees; two dimensional mesh of trees;
elementary o algorithms; integer arithmetic; matrix algorithms; graphs
algorithms; fast evaluation of staight line code; higher dimensional meshes
of trees; hypercubes and related networks; hypercube; butterfly, cube
connected cycles and benes network; shuffle exchange and de bruijn
graphs; packet routing algorithms; sorting; simulating a parallel random
access machine; fast fourier transform; hypercubic networks
Q/00214 1
17 PARALEL 005.13 Ban p Banerjee, Prithviraj Parallel Algorithms for VLSI Computer -Aided
Design
New Jersey rentice
Hall 1996
parallel architectures and programming; placement and floorplanning;
detailed and global routing; layout vertification and analysis; circuit
simulation; logic synthesis and verfification; conclusions and future
directions
Q/00242 1
18 PARALEL 005.13 Cof p Coffin, Michael H. Parallel programming a new approach New York Prentice-
Hall 1992
Par Programming Language; Regular Problems; Irregular Problems;
Implementing Par; Related Work; Coffin
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
19 PARALEL 511.3 Bov i Bovet, Daniel Pierre Introduction to the theory of complexity New York: Prentice-
Hall, 1994
mathematical preliminaries; elements of computability theory; complexity
classes; class p; calss np; complexity of optimization problems; beyond NP;
space complexity classes; probabilistic algorithms and complexity classes;
interactive proof systems; models of parallel computers; parallel algorithms
Q/01900, Q/01902,
Q/02423, Q/01901
4
20 PARALLEL 511.8 Jaj i Jaja, Joseph An Intoduction to parallel algorithms Massachusetts:
Addison-Wesley
Publ.Co, 1992
M/03138 1
1 PROSIDING 004 Pro Proceedings of the high performance computing
conference, vol.1 of 2
Singapore: HPC Asia M/04399 1
2 PROSIDING 004 Pro Proceedings of the high performance computing
conference, vol.2 of 2
Singapore: HPC Asia M/04398 1
3 PROSIDING 004.015.1 Cat edited: Eugenio Moggi Category theory and computer sciences 7th
international conference;CTCS'97, Santa
Margaritha, Italy, Sep 4-6 1997 [ proceedings ]
Berlin Springer 1997 introduction to n categories; allegories as a basis for algorithmics;
separating shape from data; factorisation theorem in rewriting theory;
monads and modular term rewriting; persheaf models; categorical modeling
of structural operational rules; specifying new light in the world of logical
systems; combining and representing logical systems; combining and
representing logical systems; deciding algorithms for linear isomorphism;
effectiveness of the global modelus of continuity of metric spaces; proof
principles of datypes; calculus for collection and aggregates; lifting; general
synthetic domain theory
Q/00426, Q/04139,
Q/00425
3
4 PROSIDING 004.1 Fas Fast Software Encryption third international
workshop Cambridge,UK, February 21-23,1996
Proceedings
Berlin Springer 1996 block ciphers analysis; applications; hash functions; block ciphers
proposals; correlation analysis; block ciphers design criteria
Q/00797 1
5 PROSIDING 004.338 Hig Editor, Sheh, M High performance computin in automotive design,
engineering, and manufacturing proceedings of the
3rd international conference on high performancce
computing in the automotive industry
United State: Cray
Research, 1997
M/01390 1
6 PROSIDING 004.65 Hig edited: S. Fdida High perfomance networking, V Proceding of the
IFIP TC6/WG6.4 Fifth International Conference on
High Performance Networking Grenoble, France,
27 June-1 July, 1994
Amsterdam Elsevier
19947
Proceding; TFIP TC6; WG6.4; Performance Networking; High-Ferfomance
LAN; Routing Issues; Enhanced Transfort-Synchronization; Quality Service-
Architecture; Resource Mangement; Internetworking; Multimedia
Communicatio SYstemsPerfomance Tools;
Q/01388 1
7 PROSIDING 005.11 Fun edited, Kevin Hammond Functional Programming, Glasgow 1994
proceedings of the 1994 Glasgow Workshop on
Functional Programming, Ayr, Scotland, 12 - 14
September 1994
London Springer 1995 Q/01602 1
8 PROSIDING 005.82 Adv edited: Josef Pieprxyk Advances in cryptology Asiacrypt 1994 (4th
Proceedings International conference on the
theory and applications of cryptology wollongong,
australia, nov/dec 1994
New York: Springer:
1995
secret sharing; stream ciphers; cryptographic functions; protocols;
authentication and digital signatures; cryptanalysis; hash functions; key
distribution; public ke cryptography; block cipher algorithms
Q/00762 1
9 PROSIDING 005.82 Adv Okamoto, Tatsuaki Advances in cryptology-asiacrypt 2000 6th [
international conference on the theory and
application of cryptology and information security
Kyoto,Japan ;dec3-7, 2000 proceedings Tatsuaki
Okamoto]
Berlin Springer 2000 cryptanalysis; iacr distinguished lecture; digital signatures; protocols;
number theoretic algorithms; symmetric key schemes; invited lecture;
fingerprinting; zero knowledge and provable security; boolean functions;
pseudorandomness; symmetric key schemes; public key encryption and
key distribution
Q/00423, Q/00422,
Q/00424
3
Page 251 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
10 PROSIDING 303.44 Pro editor, Wokyoung
Sung...[et al]
Proceedings of the international conference on
statistical physics in memory of professor soon-
tahk choh "Progress in Statistical Physics
Singapore: World
Scientific, 1998
kinetic theory and transport phenomena; stochastic and nonlinaer
phenomena; random and disordered systems; soft condensed matter and
biological systems;quantum systems
Q/00771 1
11 PROSIDING 371.2 Con editor: Erling E. Boe,
Dorothy M. Gilford
Teacher supply demand, and quality Policy issues,
models and data bases proceedings of a
conference
Washington: National
Research Council,
1992
introductory remarks; conference background; nces perspective; choosing
teachers and choosing to teach; problem of improving teacher quality while
balancing supply and demand; models for projecting teacher supply,
demand and quality; state data on teacher supply, equity, and qualifications;
developing a regional data base on educators in the northeast; discussion
of national data bases releavnt; discussion; directions for the future;
Q/01429 1
12 PROSIDING 510 Sec editor: S. Tangmanee Procedings of the second Asian Mathematical
Conference 1995 Nakhon Ratchasima, Thailand
17-20 October 1995
Singapore: World
Scientific, 1998
analysis; complementably hereditarily banach spaces; best multivariate
approximation by hyperbolic trigonometric polynomials; multilevel
projections on spaces of periodic functions; continued composition of self
mappings; integral formula for holomorphic functions; functional
representation; automatic continuity; factorization of meromorphic functions;
algebra and number theory; discrete mathematics and graphs theory;
geometry and topology; applied mathematics; probability and statistics;
teaching and popularization of mathematics;
Q/00934 1
13 PROSIDING 510.1 Did o Diday, E. Ordinal and symbolic data analysis : proceedings
of the internal conference an ordinal and symbolic
data analysis
New York: Springer-
Verlag, 1996
clasification of concepts through products of concepts and abstract data
types; capacities and credibilities in analysis of probabilistic objects;
explication of the nature; spatial representation of conceptual structures;
formal concepts analysis; knowledge analysis; fuzzy symbolic pattern
classifier; knowled acquisition; comparison betwen some indices mainly;
structuration sets; connexionist approach; contribution of related
geometrical graphs; methodolofical develpmets; computational hardness;
minimum spanning trees; order theoretic foundation; determining the
distance index; properties; optimal hierarchical clustering; clustering,
distances and knowledge from data; knowledge based clustering;
intersection rules; bonsai branh and bound methods applied; optimization
models; axiomatic characterization; equivalence relation polytope
Q/02437 1
14 PROSIDING 510.2 Pro editor, Ariyanti, Lina Proceedings of the international conference 2003
on mathematics nad its applications
Yogyakarta: UGM,
2004
M/04839 1
15 PROSIDING 510.285 Map Edited: Robert J. Lopez Maple V mathematics and its applications:
proceedings of the maple summer workshop and
symposium, ransselaer polytechnic institute troy,
New York August 9-13, 1994
Boston: Birkhauser,
1994
Maple V; mathematics; Froceesding; mapple Summer worshop;
Introduction maple; Plotting Functions; Variable; Coordinates; Space;
Parametric Lines; parametric Curve; Finding Parametrizations; Function-
Variables; Level Curves; Parametric Surfaces; Partial Derivatives;
Gradients; Tangent Planes; Maxima-Minimums; Integrals; Vector Fields
Q/02434, Q/02435,
Q/02436, Q/02432,
Q/02431, Q/02433
6
16 PROSIDING 511.3 Con Conference on category Theory (1997
Northwestern University) Higher category theory
proceedings of a conferrence workshop on higher
category theory and physics,March 28-30,1997,
Nortwestern University, Evanston, IL
Providence, RI:
American Math.
Science, 1998
categorification; computads for finitary monads on globular sets; braided n
categories and e-structures; categories of vector bundles and yang mills
equations; role of michael batanin monoidal globular categories; braided
deformations of monoidal categories and vassiliev invariants
Q/01042, Q/01889 2
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
17 PROSIDING 511.43 Num edited: Gotz Alefeld
Jurgen Herzberger
Numerical methods and error bounds proceeding
of the IMACS-GAMM international symposium on
numerical methods and error bounds held in
Oldenburg, Germany, July 9-12-1995
Berlin: Academic
Berlag, 1996
low degree approximations for layer solution; symmetric linear systems;
combined iterative methods; using special arithmetic in geometric
algorithms; validated ode solving going; error bounds for compound
quadratures; two sided methods; practical error estimates; liner systems
solution; elimination methods for equality constrained quadratic
programming problems; error analysis of elimination methods;quasilinear
hyperbolic equations; error bounding; chaotic vibrations of double
pendulum; orthotropic curved plates; compex zeros of polynomials;
simultaneous inclusion of polynomials roots; root finding methods;
determinantion of the exact signs; phytagoras, thales; problems in enclosing
solutions;
Q/02419 1
18 PROSIDING 512.2 ABE edited: Dikran Dikranjan Abelian Groups, Module Theory, and Topology New York: Marcel
Dekker, 1998
Abelian group theory; Module theory; Global krull dimension; Global dual
krull dimension; Valuation rings; Theorem-valued fields; Ring extensions;
Finite character; Baer-specker group; Isomorphic automorphism groups;
Commutative rings; Compact abelian groups; Automorphic groups; Finite
essential socle; Minimal topological groups; Topological groups' Abelian
topological groups
Q/01450 1
19 PROSIDING 512.14 Pro edited: Feng Ke-Qin ; Li
Ke-Zheng
Proceedings of the Special Program at Nankai
Institute of Mathematics Algebraic Geometry and
Algebraic Number Theory,Tianjin, China
September 1989-June 1990
Singapore: World
Scientific, 1992
first cohomology group of quantum algebras; slope of non hyperelliptic
fibrations of genus; introduction to arthur invariant trace formula; igusa local
zeta functions; hecke operator, hizebruch sums and pellian equations;
ramification divisor of regular schemes; representation of integeers;
summarized account; isogeny classes of very special abelian varieties;
binomial maps; finite dimensional hopf algebras arising; irregular families of
hyperelliptic curves; poincare series; projective embedding; cartan
invariants; determination of solutions and solvabilities; indecomposable
positive definite unimodular hermitian
Q/01166 1
20 PROSIDING 512.4 Int i edited, Freddy Van
Dystaeyan
Interactions between ring theory representations of
algebras proceedings of the conference held in
Murcia
New York: Marcel
Dekker, 2000
Global krull dimension; Derivations; tensor hochschild homology and
cohomology; generalized path algebras; Representations and
Corepresentations of hopf algebras; cotilting bimodules and their Dualities;
Finding splitting elements and Maximal tori in matrix algebras; Cohen-
macoulay modules and Vector bundles; filtrations and Valuations for
ordered groups; Gorenstein modules; skew polynomial rings; projective
version of Maranda theorem; Quantized coordinate rings; Noetherian
semigroup algebras; Modules; Metabelian group algebras; Functor
categories; Classical orders; Weakly associated promes; Multiplier hopf
algebras; Static modules; Equivalences
Q/01448 1
21 PROSIDING 512.4 Rin Edeted: Caenepeel,
Stefaan
Rings, Hopf algebrass, and brauer groups New York: Marcel
Dekker, 1998
Invariants-algebres; Braided categories; Yopological methods-algebra;
Module-theoretical properties; Morita-takeuchi properties; Decomposition-
locally finite modules; Fixed rings; Finite free resolutions; Polynomial rings;
Weyl algebras; Eveloping algebra; Brainded lie algebras; Brauer groups;
Schematic algebras
Q/01447 1
22 PROSIDING 512.55 Sub Proceedings of The Taniguchi Symposium on
Operator Algebra SUBFACTORS/ edited by
Huzihiro Araki
Singapore: World
Scientific, 1994
M/04711 1
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
23 PROSIDING 514.72 Ana editor, Xose Masa Proceedings of the VII International Colloquium on
differential geometry Analysis and Geometry in
Foliated Manifolds,Santiago de Compostela, Spain
26-30 July, 1994
Singapore: World
Scientific, 1995
leafwise cohomology, leafwise homologies, and subfoliation; geometry of
leaves of some distributions on lamost; remark on the actions of r on
foliated manifolds; remarks about foliations and minimal foliations of
codimension greater; depts of foliations aon tunnel number on genus on
knot complements; geometrie et topologie des espaces diffeologigue;
regularity of mass minimizing one dimensional foliations; some remarks on
basic l cohomology; functional calculus for tangentially elliptic operators on
foliated manifolds; invariant cohomology of reqular lie algebroids
Q/00842 1
24 PROSIDING 515.243. 3 Wav c editor: Akram Aldroubi
EnBing Lin
Contemporary mathematics: Wavelet,
multiwavelets and theor applications: AMS special
session on wavelets, multiwavelets, and their
applications Januari San Diego, California
Providence, RI:
Mathematical Society,
1991
Wavelets Theory and applications; multiwavelet theory and applications;
extension; wavelets sets; analogue of cohen; positive estimation;
characterization and parametrization; nonhomogeneous refinement
equations; multiscaling functions interpolation and approximations;
orthonormal matrix valued wavelets
Q/02009, Q/02010,
Q/03903, M/05701
4
25 PROSIDING 515.35 Dif editorS: Mario Martelli Differential equations and applications to biology
and to industry : Proceedings of the 1-4, 1994
Ckaremont International Conference dedicated to
the memory of Stavros Busenberg (1941-1993)
Singapore: World
Scientific, 1996
three variable autonomous phase model for neuronal parabolic bursting;
estimation of distributed individual rates from aggregate population data;
improved asymtotic matching; characteristic equation arising; multigroup
model; autonomous differential difference equations; compexity of spatial
patterns; populations structured by vector borne disease; viscosity method;
general bifurcation theory; stochastic predator prey models; high
dimensional biomedical data sets: linking statistical inference to dynamical
systems; asymptotically antonomous linear differential equations; hopf
bifurcation analysis; endemic models; invariant measures of randomly
perturbed maps; undestanding compartmental systems; dependent
population dynamics; nonautonomous state dependent delay differential
equations; dynamic of multiple pathoden strains in heterosexual
epidemiological models; wavelet transform with biomedical applications;
unidirectional waves; modeling erythropolesis; stability and oscillation;
diffusice epodemic models; electromagnetic field computation; applying
geometric control; stability conditions; convergence to equilibrium; periodic
spatial patterns; chaos integrability transition in nonlinear dynamic systems;
Q/00871 1
26 PROSIDING 515.35 Dif edited: Zongqi Deng;
Zhaojun Liang
Differential equations and control theory:
proceeerings of the internatinal conference on
differential equations and control theory Wuhan,
Peoples Republic of China
New York: Marcel
Dekker, 1996
inverse spectral problems for elliptic operators and fractal drums; differential
equations with last conditions; estimates of eigenvalues for laplace
operators; secon order linaer differential systems; periodic; positive radial
solutions to nonlinear boundary value problems for semilinaer elliptic
problem; uniqueness of solution odf integral equations; asymptotic
exspansion; stability of nonlinear measure differential large scale systems;
symmetric periodic solutions; stochastic perturbation of dynamical systems;
measure properties; oscillation theorems; directin and stability of
bifurcations periodeic; five dimesional cooperative systems; numerical
analysis; bifurcasions; generic hamiltonial systems; contribution to the
theory of optimal stochastic control; higher order obstract couchy problems;
ekeland variatinal principle; stability problems of impulsice systems;
temporal and spatial pattern formatins; moment exponential stability;
periodic boundary value problems; optimal control theory; central subsets of
infinite discrete semigroup; melnikov functions and homoclinic orbits;
generalized melnikov formulas; excitation and inhibition; phenomenological
description; asymptotic behavior; microbial dynamics; symmetric
bifurcations; suboptimal control of linaer neutral systems; decentralized
stabilization; contribution to the qualitative theory of planar smooth
dynamical systems
Q/01176 1
Page 254 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
27 PROSIDING 515.35 Dif editor, Groesen, E.Van Differential equations theory, numerics and
applications (Proceedings of the ICDE'96 held in
Bandung, Indonesia)
Netherlands: Kluwer
Academic Publisher,
1997
M/03557 1
28 PROSIDING 515.35 Pro editor: Kang Feng Proceeding of the international comference on
computations of differential equations and
dynamical systems, Bejing, P. R. China
September 1-5 1992
Singapore: Word
Scientific, 1993
Proceeding; Computations; Differential Equations; Dynamical Systems;
formal dynamical systems and numerical algorithms; finite volume methods
for conservation laws; from finite elements to interpolated finite elements;
blow up for perturbed conservation laws; symplectic integration for
macromolecular dynamics; completely discrete methods for parabolic
equations with memory; finite element method for the poisson equation in a
planar exterior domain; panoramic view on kink impurity interactions in the
sine gordon and models; sessional invited papers; douries chebyshev
approximation for unilaterallt periodic flow; on the existence of a system of
nonlinear partial differential equations eith singular initial data; reduced
stability analysis for magnetohydrodynamic equilobria; discontinuity
adaptive godunov scheme; automatically capturing technique of
discontinuous solution of euler equations; shock capturing with modified
compact difference schemes; hierarchy of uniformly high accurancy and
high resolution schemes for hyperbolic equations; mixed multiple time
scale; asymptotic stabilty; paraxial factorization;
Q/02383 1
29 PROSIDING 515.35 Pro editor, Kang feng Proceedings of the International Conference on
computation of Differential Equations and
dynamical Systems, Beijing, P.R. China
September 1-5, 1992
Singapore: World
Scientific,1993
M/05309 1
30 PROSIDING 515.624 Non editor, Lia Ta -Tsien Proceedings of the Conference on Nonlinear
Evolution Equations and Infinite-Dimensional
Dynamical Systems,12-16 June 1995
Singapore: World
Scientific, 1997
M/04703 1
31 PROSIDING 515.64 Var Schmidt, W.H. ..[et.al] Variational calculus,optimal control and
applications international conference in honour of
L.bittner and R.Klotzler Trassenheide, Germany,
September 23-27 1996
Boston: Birkhauser,
1998
existence theory and optimality conditions; analysis and synthesis of control
systems and dynamic programming; numerical methods and their
application to flight path optimization and fluid dynamics; applications to
metchanical and aerospace systems
Q/01684, Q/01413 2
32 PROSIDING 515.7 Fun editor: Toshikazu
Sunada
Functional analysis and global analysis
proceedings of the conference held in Manila,
Philippines, October 20-26
New York: Springer-
Verlag, 1997
Functions Analysis; Global Analysis; Proceeding; Semigroups-
Endorphisms; Eliptic Equations-Banch Spaces; Approximation; Qualitative
Analysis; mathematical Model; Chaotic Behavior; Integrable Function;
Phase Transitions; Fourier-Borel Transformation; Multilevel Algorithms;
Singular Nonlinearity; Boundary; Nonlinear Schrodinger Equations;
Noncompact Dynamica; Systems; Semilinear Elliptic Equations;
Convergence; Maxima; Monotone Operators; Invariant Subspace Problem;
Linear Partial Differential Equations; Smooth Solutions; Wave Equation;
Complex Domain; Differential Expressions; Nonlinear Evolutions
Q/01681, Q/01682,
Q/03898
3
33 PROSIDING 515.782 Non n Michael, Grosser...[et.al] Nonlinear theory of generalized functions
proceeding of the workshop nonlinear theory of
nonlinear functions
London: Chapman &
Hall, 1999
Partial differential equations; Structure theory; Geometry; General relativity;
Stochastic analysis; Nonstandard methods
Q/03897 1
Page 255 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
34 PROSIDING 516 Pro editor, Hidekazu Ito Proceeding of the RIMS conference 'Geometry
and analysis in dynamical systems' 6-9 July 1993
RIMS, Kyoto University
Singapore: World
Scientific, 1994
ising models, julia sets and similarity of the maximal entropy measures;
simulation of an electronic multivibrator; reconstruction diagrams only from
time waveforms; bifurcation and scaling law of complex dynamical systems;
milnor and thurton monotonicity theorem; integrability of dynamical systems
and movable singularity of their solutions; level statistics and semiclassical
periodic orbit expansion; degeneracies of eigenvalues in mslov quantised
perturbed; multi dimensional maps with infinite invariant measures and
countable state sofic shifts; superintegrable foliation and web structure;
dynamical systems associated;
Q/00841 1
35 PROSIDING 519.2 Pro Edited by Heyer H Probability Measures on Groups and Related
Structures XI proceedings oberwolfach 1994, 23-
29 October 1994 Heyer, Herbert.
Singapore: World
Scientific, 1995
M/04712 1
36 PROSIDING 519.4 Pro editor, Zhong-Ci Shi Proceedings of the First China-Japan Seminar on
Numerical Mathematics, Beijing,P.R. China August
24-29, 1992
Singapore: World
Scientific, 1993
symplectic, contact and volume-preserrving algorithms; a numerical
analysis of some phase separation problem; fourier pseudospectral-finite
element method for navier-stokes equation; spectral and numerical analysis
of resistive linearized magnetohydrodynamic operators; numerical analysis
of bifurcation problem with corank-m and high order singularity; parallel
numerical methods for initial-value problems of ODEs; numerical verification
of solutions for elliptic problems by the residual methods; numerical
unfoldings of the capillary-gravity waves; new improvement of interval
methods for nonlinear systems of equations; numerical simulation of
streaklines emerging from the surface of a circular cylinder in high-reynolds-
number flows; an application of sunzi's theorem for solving algebraic
equations; numerical analysis of linear water wave problem and eigenvalue
problem of steklov type; non-liear approximation by spline functions; vortex
method for the intial-buondary value problems of the navier-stokes
equations; square-root operator and its application in numerical solution of
some wave problems; on generation of symplectic linear multistep method;
there-dimensional nonlinear magnetostatic analysis using edge elements;
Q/01162 1
37 PROSIDING 519.4 Rec editors, O.P. Iliev
...[et.al]
Recent advances in numerical methods and
applications II
Singapore: World
Scientific, 1999
Proceeding; Numerical Methods; Numerical Applications; Recent
Advanced; plenary and invited papers; minisymposia; combustion modeling
in industrial furnaces; mote carlo methods; multilevel methods for
incompressible viscous flows; approximation of nonlinear and functional
PDEs; solving linear systems with error control; regular numerical methods
for inverse and III-posed problems; multifield problems; parallel and
distributed numerical computing wit applications; parameter-robust
numerical methods for singularly perturbed and convection-dominated
problems; contributed talks; finite element methods; finited volume
methods; boundary element methods; numerical linear algebra; numerical
methods for nonlinear problems; numerical methods for multiscale
problems; multigrid and domain decomposition; computational fluid
dynamics; mathematical modelling in structural mechanics; environmental
modelling; engineering applications;
Q/03807 1
38 PROSIDING 519.5 Pro Fisz, Marek Probability theory and mathematical statistics, 3rd
[ proceedings of the Seventh Japan-Russia
ymposium ]
New York: John Wiley
& Sons, 1996
Random events; Random variables; Parameters-distribution; Characteristic
fucntions; Probabiltiy distributions; Limit theorems; Markov chains;
Stochastic processes; Mathematical statistics; Sample moments-functions;
Order statistics; Outline-theory runs; Significance tests; Theory-estimation;
Methods-sechemes-samoling; Analysis-variance; Teheory hypotheses
testing; Elements-sequential analysis
Q/00936 1
Page 256 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
39 PROSIDING 530.15 Gro v.1 Doebner, H.D. Group 21, physical applications and mathematical
aspects of geometry, groups, and algebras, vol.1
proceedings of the XXI International Colloquium on
Group Theoretical Methods in Physics, 15-20 July
1996, Goslar, Germany
Singapore: World
Scientific, 1997
wigner medal coremony; wigner memorial lecture; biedenharn memorial
session; lie groups; algebras; applications; fundamendation of physics;
quantization methods; quantum mechanics; elementary particles and field
theory; quantum optics; nuclear; otomic; molecular physics; chemistry;
genetics; dynamical systems; statistical physics; geometric structures;
crystallophraphy; aperodical order; infinite dimensional symmetries
Q/00937 1
40 PROSIDING 530.15 Gro v2 editor, H.D. Doebner Group 21 Physical Applications and Mathematical
Aspects of Geometry, Gropus, and Algebras,
VOl.II proceedings of the XXI International
Colloquium on Group Theoretical Methods in
Physics, 15-20 Jully 1996 Goslar, Germany
Singapore: World
Scientific, 1997
modern mathematical physics; new applications of the chiral anomaly;
fluctuations and entropy driven space time intermittency in navier-stokes
fluids; superstrings and the unification of the physical forces; questions in
quantum physics; what good are quantum field theory infinities; constructive
quantum field theory; fouries laws; corpuscular structure of the spectra of
operators describing large systems; vortex and magneto dynamics;
topological perspective; gauge theory; random matrices as paradigm;
wavefunction collapes; schrodinger operators; classical three body problem;
infinite particle systems;supersymmetry
Q/01157 1
41 PROSIDING 574.015 Pro editor, Lansun Chen Proceding of the international biology: Advanced
topics in biomathemtics ( Zhejiang agricultural
university, people's Republic of China 26--29 May
1997 )
Singapore: World
Scientific, 1998
Epidural space; Mapping; Diffusion; Logistic equations; Discrete population
models; Spatial degree; Neural units; Nonautonomous biological systems;
Kernel quality; Discrimination
Q/03866, Q/03864 2
42 PROSIDING 621.29 Log editor A. Pennueli H. Lin Logical and software engineering (international
workshop in horor of Chin-sung Tang, Beijing,
Agust,1995)
Singapore: World
Scientific, 1996
M/02940, M/02925,
M/02939, M/02938
4
43 PROSIDING 629.477 Env edited, Vijay P. Singh Environmental modeling (proceedings of the
international conference on water, enviroment,
ecology, socioeconomics and heath engineering),
Oct 18-21, 1999 Seoul National Univ. Seoul, Korea
Englewood Cliffs, NJ:
Prentice-Hall, 1999
water quality; water quality monitoring; water pollution; municipal landfills
and underground strorage; waste water treatment; ecosystem modeling;
enviromental risk; best management practices on bacteriological; predicting
microbial toxicity; water quality monitoring; comparison of optimization;
design and management of monitoring network; signals and noise
management of monitoring network
Q/01022, Q/00180 2
44 PROCIDING 631.01 TEC Edited : Wei Chi Yang Proceedings volume I 8th asian technology
conference in mathematics : technology
connecting mathematics desember 15 - 19 2003
chung hua university hsinchu taiwan
Chunghuan University,
2003
computer inspire mathematical thinking; curvaature for everyone; PCAS for
teaching students; teaching doing mathematics with symbolic computation;
technology used as a tool for mediating knowledge in the teaching of
mathematics : the case of cabri geometry; the role of technology in
mathematics
Q/04948 1
45 PROSIDING Kumpulan makalah staf pengajar FMIPA UI pada
seminar mathematika bersama FMIPA UI dan
FMIPA UNPAD IX
FMIPA UI, 1996 M/01346 1
46 PROSIDING Kumpulan makalah seminar FMIPA universitas
terbuka dan jurusan matematika FMIPA UI
Universitas terbuka,
2000
Q/01355 1
47 PROSIDING Proceeding second UKM UI joint seminar 2009 UKM UI, 2009 M/06669 1
48 PROSIDING Proceeding seminar nasional matematik statistika
dan pendidikan matematika serta konfrensi daerah
indonesia wilayah Jawa Barat, Banten dan Jakarta
UNPAD Bandung,
2007
M/06670 1
49 PROSIDING Proceeding of indoms international conference on
mathematics and its applications (IICMA)
Yogyakarta - Indonesia
UGM, 2009 M/06671 1
50 PROSIDING Proceeding seminar nasional matematika UNPAD -
UI Jatinangor
UNPAD-UI, 2008 M/06672 1
Page 257 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
51 PROSIDING Proceeding seminar nasional matematika vol 3
tahun 2008 Universitas Katolik Parahyangan
Bandung
Univ. Katolik
Parahyangan
Bandung, 2008
M/06673 1
52 PROSIDING Proceeding seminar nasional matematika vol 4
tahun 2009 Universitas Katolik Parahyangan
Bandung
Univ. Katolik
Parahyangan
Bandung, 2009
M/06674 1
53 PROSIDING Proceeding seminar nasional matematika vol 5
tahun 2010 Universitas Katolik Parahyangan
Bandung
Univ. Katolik
Parahyangan
Bandung, 2010
M/06675 1
1 STATISTIKA 001.42 Cre r Creswell, Jhon W Reseach Design : qualitative, quantutative and
mixed methods approaches 3rd ed
Sage, 2009 M/07001, M/07273,
M/08052, M/08053
4
2 STATISTIKA 001.42 Cre r Creswell, Jhon W Reseach Design : qualitative, quantutative and
mixed methods approaches 4th ed
Sage, 2014 M/08098 1
3 STATISTIKA 001.422 Box s Box, George E.P. Statistik for experimenters an Introduction to
design, data analysis, and model building George
E.P. Box William G. Hunter J. Stuart Hunter
New York John Wiley
& Sons 1978
Comparing;Treatments;Variables Q/01815 1
4 STATISTIKA 001.422.5 Bul a Bulmer, Michael A portable introduction to data analysis, 2nd ed. Australia: Depart.of
Math. Univ of
Queensland, 2003
M/04561 1
5 STATISTIKA 001.433 Som p Som, Ranjam K. Practical sampling techniques New York Marcel
Dekker 1996
Basic concepts-sampling; Simple random sampling; Ratio; Regression
estimators; Systematic sampling; Varying probability sampling; Choice-
sampling units: cluster sampling; Cost; Error; Stratified sampling; Random
sampling; Muli-stage sampling; Statified multi-stage samplng; Miscellaneus
topics;
Q/00313 1
6 STATISTIKA 001.434 Bon a Bonate, Peter L. Analysis of pretest-posttest designs London Chapman &
Hall/CRC 2000
measurement concepts; difference scores; relative change functions;
analysis of covariance; blocking techniques; repeated measures analysis of
variance; chosing a statistical test; randomization tests; equality of variance
Q/01406, Q/00312 [1
Koleksi Disisihkan
ke Gudang]
2
7 STATISTIKA 001.434 Coc e Cochran, William G. Experimental designs William New York: John Wiley
& Sons, 1957
M/02264 Koleksi
Disisihkan ke Gudang
1
8 STATISTIKA 001.434 Coh e Cochran, William G. Experimentary design, 2nd New York: John Wiley
& Sons, 1992
Experimentary Designs; Cochran; Cox; Methods-Inreasing; Accuracy-
Experiments; Statistical Analysis; Completely Randomized; Randomized
Block; Latin Square Designs; Factorial Experiments; Counfounding;
Factorial Experiments; Methods-Study; Incomplete Block Designs; Lattice
Designs; Balanced; Partially Balanced Incomplete Block Designs; Lattice
Squares; Incomplete latin Squares; Analysis-Results of Series-
ExpeimentsExperimentary Designs; Cochran; Cox; Methods-Inreasing;
Accuracy-Experiments; Statistical Analysis; Completely Randomized;
Randomized Block; Latin Square Designs; Factorial Experiments;
Counfounding; Factorial Experiments; Methods-Study; Incomplete Block
Designs; Lattice Designs; Balanced; Partially Balanced Incomplete Block
Designs; Lattice Squares; Incomplete latin Squares; Analysis-Results of
Series-Expeiments
Q/00311, Q/01392,
Q/01215, Q/00165
4
9 STATISTIKA 001.434 Cox t Reid, Nancy The theory of the design of experiments Bocan Rotan:
Chapman, 2000
avoidance of bias; control of haphazard variation; specialized blocking
techniques; factorial designs; optimal design; some additional topics;
statistical analysis; some algebra; computational issues;
Q/01393, Q/01216 [1
Koleksi Disisihkan
ke Gudang
2
Page 258 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
10 STATISTIKA 001.434 Fed e Federer, Walter T. Experimental design: theory and application Calcutta: Oxford & IBH
Publ., 1955
M/02279, M/02280 [1
Koleksi dimasukan
ke gudang
2
11 STATISTIKA 001.434 Kem d Kempthorne, Oscar The Design And Analysis Experiments New Delhi: Wiley
Eastern Private Ltd.,
1974
M/02282, M/02202 [1
Koleksi dimasukan
ke gudang]
2
12 STATISTIKA 001.434 Kir c Roger E. Kirk Experimental design procedures for the behavioral
seciences
California: Brooks,
1968
M/02281 1
13 STATISTIKA 001.434 Kir e Kirk, Roger E. Experimental design procedures for the behavioral
sciences, 3rd ed.
California Brooks 1995 research strategies and the control of nuisance variables; experimental
design; fundamental assumptions in analysis of variance; multiple
comparison tests; completely randomized design; general linear model
approach to anova; randomized block design; latin square and related
design; completely randomized factorial design with two treatments;
completely randomized factorial design with three or more treatment and
randomized block factorial design; hierarchical designs; split plot factorial
designs: design with group treatment confounding; confounded factorial
design: designs with group interaction confounding; fractional factorial
designs: design with treatment interaction confounding; analysis of
convariance
Q/01393, Q/01216,
M/01609 [1 Koleksi
Disisihkan ke
Gudang]
3
14 STATISTIKA 001.434 Mon d Montgomery, Douglas C. Design and analysis of experiments, 4th ed New York: John Wiley
& Sons, 1997
Simple comparative experiments; Analysis-variance; Randomized blocks;
Latin squares; Related designs; Factorial designs; Factorial design;
Blocking; Factorial experiments-random factors; Nested; Split-plot designs;
Fitting regression models; Response surface methods
Q/00315, Q/04000,
Q/00314, M/02283,
M/02284, M/02285,
M/02286, M/04156
8
15 STATISTIKA 001.434 Mon d Montgomery, Douglas C. Design and analysis of experiments, 5th ed New York: John Wiley
& Sons, 2001
Simple comparative experiments; Analysis-variance; Randomized blocks;
Latin squares; Related designs; Factorial designs; Factorial design;
Blocking; Factorial experiments-random factors; Nested; Split-plot designs;
Fitting regression models; Response surface methods; Experiments with
random factors; nasted and split-plot designs : Other design and analysis
topics
M/06768, M/06846 2
Page 259 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
16 STATISTIKA 001.434 Mon d Montgomery, Douglas C. Design and analysis of experiments, 8th ed New York: John Wiley
& Sons, 2013
Introduction to designed experiments; basic statistical methods; sampling;
hypothesis testing; confidence intervals; normal distributions; analysis
variance; model adequancy checking; practical interpretation of result;
regression model; graphical comparions of means; orthogonal contrasts;
determine sample size; single factor experiments; random effects models;
the ression approach to the analysis of variance; nonparametric methods in
the analysis of varaince; experiments with blocking factor; the graeco latin
square design; factorial experiments; fitting response curves and survace;
blocking in a factorial design; two level factorial designs; singe replicate;
blocking and confounding systems for two level factorials; two level
fractional designs; one quarter fraction; alias structures in fractional design;
resolution II designs; supersaturated designs; other topics on factorial and
fractional factorial design;regression modeling; linear regression models;
estimation of the parameters in lenear regression models; hypothesis
testing in multiple regression; confidence intervals in multiple regression;
prediction model diagnotics; lack of fit; response surface methodology;
mixture experiments; robust design; random effects models; mean squares;
F test; experiments with nested factors and hard to change factor;
nonnormal responses and transformations; the box cox methods; the
analysis of covariance
M/06865, M/06880,
M/07135, M/07255,
M/07256, M/07257,
M/07696, M/07749,
M/08040, M/08045,
M/08139
11
17 STATISTIKA 001.434 Ras e Rasch, Dieter Experimental Design : Sample Size Determination
and Block Design
Boston D.Reidel
Publis.Comp 1986
heurestic introduction to experimental design; statistical experimental
design as a branch of mathematical statistic; definition of the most
important experimental design; properties and the construction of block
designs; number of nonisomorphic elementary bib in restricte; analysis of
block designs; choice of optimal experimental designs
Q/04009, Q/04008 2
18 STATISTIKA 003.3 Sev s Severance, Frank L. System modeling and simulation an introduction
Frank L.Severance
New York: John Wiley
& Sons, 2001
describing systems; dynamical systems; stochastic generators; spatial
distributions; stochastic data representation; modeling time driven systems;
exogenous signals and events; markov processes; event driven models;
system oprimizations
Q/01012, Q/01179 2
19 STATISTIKA 003.3 Sin s Singh, V.P. System Modeling and Simulation New Delhi: New Age
International Publis.,
2009
modeling and simulation; physical models; mathematical models; computer
models; cobweb models; probability concepts; discrete random variable;
measure of probability; important distribution function; circular probable
error; probable error; survivability analysis; discrete simulation; vulnerability
assessment; random variate; non-uniform
M/06458 1
20 STATISTIKA 003.76 Osa s Osaki, Shunji Stochastic System Reliability Modeling Singapore: World
Scientific, 1985
M/04701 1
21 STATISTIKA 003.85 Cha c Edited: Joe
N.Perry..[et.al]
Chaos in Real Data the analysis of non-linear
dynamics from short ecological time series
London: Kluwer
Academic Press, 2002
defining chaos for real, noisy data: local lyapunov exponents and sensitive
response to perturbations; modeling time series data; measles as a testbed
for characterising nonlinear behaviour in ecology; population dynamics of
small rodents in northern fennoscandia; analysis of population flutuations in
the aphid hyperomysyz lactuacea and the moth perizoma alchemilata; one,
two and three species time series from a host pathogen parasitoid systems;
blowffies as a case study in nonlinear population dynamics
Q/00944, Q/01083,
Q/01095
3
22 STATISTIKA 005 Dil q Dilorio, Frank ; Hardi, A.
Kenneth
Quick Start To Data Analysis With SAS Duxburry Q/00462 1
23 STATISTIKA 300.723 Lav t Lavrakas, Paul J. Telephone survey methods sampling, selection,
and supervision, 2nd
London: SAGE, 1993 generating telepohone survey sampling pools; processing telephone survey
sampling pools; selecting respondents and securing cooperation;
supervision I: structuring interviewers work
Q/00904 1
Page 260 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
24 STATISTIKA 304.6 Lev s Levy, Paul S. Sampling of populations methods and
applications, 3rd
New York: John Wiley
& Sons, 1999
uses of sample surveys; the population and the sample; simple random
sampling; systematic sampling; stratification and stratified random
sampling; stratified random sampling: further ussues; ration estimation;
cluster sampling; simple one stage cluster sampling; cluster sampling in
whitch cluster are sampled with unequal probability; variance estimation in
complex sample surveys; nonresponse and missing data in sample
surveys; selected topics in sample design and estimation methodology;
telephon sampling; strategies for design based analysis of sample survey
data
Q/00806, Q/01183 2
25 STATISTIKA 330.015.195 Kim s Kim, Chang-Jin State-space models with regime swithing classisal
and gibbs-sampling approaches with applications
Cambridge, MA: The
MIT Press, 2000
maximum likelihood estimation method: practical issues; state space
models and the kalman filter; markov sqitching models; state space models
with markov switching; state space models with heteroskedastic
disturbances; introduction to bayesian inference and gibbs sampling; state
space models and gibbs sampling; markov switching models and gibbs
sampling; state space models with markov switching and gibbs sampling;
Q/01436, Q/00498 2
26 STATISTIKA 332.632 3 Est Nicola Anderson ..[et.al] Estimating and interpreting the yield curve Chichester: John Wiley
& Sons, 1996
Estimating-Interpreting; Yield Curve; Anderson; Stucture-Interest Rates;
Estimating Yield Curves; Comparing Yield Curve Moodels; Equilibirium
Term Structure Models; Effects-Taxation; Bounds-Embedded Options;
Index-Linked Debt; Rate Curve; Empirical Evidence
Q/02332 1
27 STATISTIKA 338.544 2 Mak f Makridakis, Spyros Forecasting methods and applications New York: John Wiley
& Sons, 1983
Q/01434 1
28 STATISTIKA 511.8 Arm p Armstrong, Margaret Plugarisian Simulations in Geoscience Springer, 2011 M/06813 1
29 STATISTIKA 511.8 Ros s Ross, Sheldon M. Simulation, 2nd ed ( statistical modeling and
decision science )
San Diego,CA:
Harcourt Academi
Press, 1997
elementary of probability; random numbers; generating discrete eandom
variables; generating continuous random variables; discrete event
simulation approach; statistical analysis of simulated data; variance
reduction techniques; statistical validation techniques; markov chain monte
carlo methods
Q/01456, Q/01912 2
30 STATISTIKA 512.5 Sea l Searle, S.R. Linear models S.R. Searle New York: John Wiley
& Sons, 1997
Linear Models; Searle; Generalized Inverse; Matrices; Ditributions-
Quadratic Forms; Regression, Full Rank Model; Introducing Linear Models:
Regeression-Dummy Variables; Models Not-Full Rank; Two Elementary
Models; 2-Wey Crossed Classification; Some Other Analyses; Introduction-
Variance Components; Methods-Estimating Variance Components-
Unbalanced Data; Variance Component Estimation-Unbalanced Data
Q/02059, Q/02073 2
31 STATISTIKA 515.35 Cyg f Cyganowski, Sasha From elementary probability to stochastic
differential equations with MAPLE
New York: Springer,
2002
probability basics; measure and integral; random variable and distributions;
parameters of probability distributions; important distributions; numerical
simulations and statistical inference; stochastic processes; stochastic
calculus; stochastic differential equations; numerical methods for SDEs
Q/01533, M/06438,
M/06439 [1 Koleksi
Disisihkan ke
Gudang]
3
32 STATISTIKA 515.35 kir i Kirsch, Andreas An introduction to the mathematical theory of
inverse problems
New York: Springer,
1996
introduction and basic concepts; regularization theory for equations of the
first kind; regularization by discretization; inverse eigenvalue
problems;inverse scattering problems; basic facts from functional analysis
Q/01412, Q/01543 2
33 STATISTIKA 515.35 Oks s Oksendal, Bernt Stochastic differential equations an Introduction
with applications, 5th
New York: Springer
Verlag, 1998
Mathematical Preliminaries; Integrals; Formula-Martingle Representation
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34 STATISTIKA 515.35 Sei s Seirstad, Atle Stochastic Control in Discreate and Countinouse
Time
Springer, 2009 Stochastic control over discrete time; dynamic programming; infinite
horizon; state and control-dependent probabilities; stochastic maximum
principles in discretate time; optimal stopping; incomplete observations;
kalman filter; approximate solution methods in the infinite horizon case;
semi markov decision models; the HJB equation for deterministic control;
free terminal time problem with free ends; piecewise deterministic optimal
control problems; free end fixed terminal time problems; extremal methods;
precise necessary conditions and suffcient conditions; terminal constraints;
control of diffusions; brownian motion; optimal stopping; controlling
diffusions with jumps
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35 STATISTIKA 515.352 Ish Ishii-Kuntz, Masako Ordinal log-linear models London: Sage, 1994 log linear models; ordinal log nilear models; ordinal measures; row effects
models; column effects models; assignment of scores; row and column
effects models; multidimensional log multiplicative models; selection for
ordinal log linear models; advantages of using ordinal log linear models
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36 STATISTIKA 515.42 Ath m Athreya, Krishna B Measure Theory and Probability Theory New York; Springer, 2006Measure and integration; measurable transformations; Lp-spaces;
differentiation; product measure; convolution; transforms; probability space;
laws of large numbers; convergence in distribution; characteristic functions;
central limit theorems; markov chains; stochastic processes; discrete
parameter martiangales; conditional expectation; conditional probability;
limit theorems; bootstrap; brancing processes; advanced calculus; Lahiri,
Soumendra N; Athreya, Krishna B
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37 STATISTIKA 519.42 Ada m Adams, Malcolm Measure theory and probability Boston: Birkhauser,
1996
measures theory; integratin; fourier analysis; randomness; measure
theoretic modeling; measurable functions; lebesgue integral; futher
properties on the integral; lebesgue integration; fubini theorem; random
variables; expectation value and independence; law of large numbers;
discrete dirichlet problem; geometry of hilbert space; fourier series; fourier
integral; application of fourier series to probability theory; central limit
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38 STATISTIKA 519 Eff i Efron, Bradley An Introduction to the bootstrap London: Chapman &
Hall, 1998
Accuracy-sample mean; Random sample-probabilities; Empirical
distribution function; Standard errors; Estimated standard errors;
Complicated data structure; Regression models; Jackknife;
BootstrapPermutation tests; Adaptive estimation; Calibration; Parametric
inference; Efficient bootstrap computations; Approximate likelihoods
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39 STATISTIKA 519 Log a Logan, J. David Applied mathematics New York: John Wiley
& Sons, 1997
Applied Mathematics; Logan; Analysis-Dimensioanl; Scaling; Perturbation
Methods; Calculus-Variations; Partial Differential Equations Models; ;
Integral Equation; Green-Fungtions; Wave Phenomena; ; Stability-
Bifurcation
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40 STATISTIKA 519.2 Ada m Adams, Malcolm Measure theory and probability Birkhauser, 1996 M/08057 1
41 STATISTIKA 519,2 All i Allen, Linda. J.S An Introduction to Stochastic Prochess With
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42 STATISTIKA 519.2 Ash b Ash, Robert B. Basic Probability Theory New York; John Wiley
& Sons, 2008
Basic concepts; algebra of events; probability; combinatorial problems;
indepence; conditional probability; random variables; classification of
random variables; joint density; relationship between joint; functions one
random variable; statistical decisions; markov chains; estimation; limiting
probabilites; infinite sequences of random variables; conditional probability;
terminology; correlation; stopping times; markov property; sampling
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43 STATISTIKA 519.2 Asi p Asimow, Leonard A Probability and Statistics with Applications : A
problem solving text
ACTEX Publications,
inc, 2010
Combinatorial probability ; general rules probability (survival kit, venn
diagram, demorgan law, the venn box diagram, bayes theorem) ; descrete
random veriables ; descrete distributions ; calculus and probability ; some
countinouse distributions ; multivariate distributions ; a probability potpourii ;
sampling distributions and estimation ; hypothesis testing ; theory of
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44 STATISTIKA 519.2 Bil p Billingsley, Patrick Probability and measure, 3rd ed. John Wiley & Sons,
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45 STATISTIKA 519.2 Boe t Boediono Teori dan aplikasi statistika dan probabilitas:
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46 STATISTIKA 519.2 Bos e Borovkov, A.A. Ergodicity and stability of stochastic processes New York: John Wiley
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General theorems-ergodicity; Stability; Sttability theorems; markov chains;
Random enviroments; Stochastic processes-continuous; Disrete time; ;
Multi-dimensional markov Chains; Markov processes; Auxiliary propositions;
Communication networks; Stability-queueing
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47 STATISTIKA 519.2 Das f DasGupta, Anirban Fundamentals of Probability: a frist course New York; Springer,
2010
Probability; birthday and matching problems; conditional probability;
independence; discrete random variables; generating functions; integer-
valued; discrete distribution; normal distribution; special continuous
distribution; random variables; multivariate discrete; multidimensional;
markov chains; convolutions; transformations; models in physics; symbols;
formulas
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48 STATISTIKA 519.2 Dur e Durrett, Rick Elementary Probability for Applications New York; Cambridge
University Press, 2009
Basic concepts; outcomes, events; random variables; moments and
variance; combinatorial probability; binomial; card games; probabilities;
combinations; conditional probability; two-stage experiments; bayes'
formula; discrete joint distributions; markov chains; limit behavior; stationary
distributions; multistep transition; absorbing chains; continuous
distributions; desity functions; distribution functions; functions of random
variables; marginal; limit theorems; option pricing; discrete time; continuous
time; joint distribution
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49 STATISTIKA 519.2 Fel i Feller, William An Introduction to probability theory and it's
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50 STATISTIKA 519.2 Fel i Felks, William An Introduction to probability theory and its
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51 STATISTIKA 519.2 Fie d Field, Andi Discovering Statistics Using SPSS 3rd ed Sage, 2009 M/07991, M/07992,
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52 STATISTIKA 519.2 Fis p Fisz, Marek Probability theory and mathematical statistics,3rd
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53 STATISTIKA 519.2 Fom o Fomin, Vladimir Optimal Filtering : Vol.1 Filtering of Stochastic
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55 STATISTIKA 519.2 Has p Hastings, Kevin J. Probability and statistics Reading, MA: Addison-
Wesley, 1997
ProbabilityProbability-Statistics; Hastings; sample spaces and random
variables; discrete probability; continuous probability; conditional
distributions and independence; transformations of random variables;
asymptotic theory; introductory data analysis; point and interval estimation;
hypothesis testing; regression and correlation; experimental design and
analysis of variance; goodness of fit; statistical tables; minitab primer;
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56 STATISTIKA 519.2 Hoe i Hoel, Paul G. Introduction to stochastic processes Boston: Hougthon
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57 STATISTIKA 519.2 Hoe i Hoel, Paul G. Introduction to probability theory Boston: Hougthon
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58 STATISTIKA 519.2 Hog p Hogg, Robert V. Probability and statistical inference, 4th ed Singapore: Prentice-
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59 STATISTIKA 519.2 Hog p Hogg, Robert Probability and Statististical Inference, 5th Ed. Upper Saddle River,
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60 STATISTIKA 519.2 Hog p Hogg, Robert Probability and statistical inference, 6th ed. Upper Saddle River,
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Quality improvement through statistical methods
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61 STATISTIKA 519.2 Hog p Hogg, Robert Probability and statistical inference 9th ed. Pearson, 2015 Empirical, probability distributions; Probability; Discrete distributions;
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Quality improvement through statistical methods
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62 STATISTIKA 519.2 How d1 Howard, Ronald A. Dynamic probabilitic systems, vol I markov models New York: John Wiley
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63 STATISTIKA 519.2 How d2 Howard, Ronald A. Dynamic probabilistic systems, vol II semi-markov
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64 STATISTIKA 519.2 Kyb b Kuburg, Henry E. Probability theory New Jersey: Prentice
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65 STATISTIKA 519.2 Lip t Lipschutz, Seymour Theory and problems of probability S1 (metric)
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66 STATISTIKA 519.2 Loe p Loeve, Michel Probability theory,2nd ed New Jersey: D.Van
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67 STATISTIKA 519.2 Loe p Loeve, Michel Probability theory, 3rd ed New Jersey: Van
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68 STATISTIKA 519.2 Mao e Mao, Xuerong Exponential stability of stochastic differential
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semimartingales with spatial parameters and stochastic integrals;
stochastic differential equations; stochastic differential delay equations;
exponential stability of stochastic differential equations; almost sure
exponential stability of stochastic differential delay equations; moment
exponential stability of of stochastic differential delay equations; exponential
stability of stochastic differential equations with small time lag; exponential
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69 STATISTIKA 519.2 Mar s Marti, Kurti Stochastic Optimization Methods 2nd ed Springer, 2008 M/06808 1
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70 STATISTIKA 519.2 Mey i Meyer, Paul L. Introductory probability and statistical applications Massachusetts
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71 STATISTIKA 519.2 Mos p Mosteller, Frederick Probability with statistical applications, 2nd ed Massachusetts:
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72 STATISTIKA 519.2 Mos p Mosteller, Frederick Peluang dengan statistika terapannya Bandung: ITB, 1988 M/02711, M/02712 2
73 STATISTIKA 519.2 Nac t Nachrowi, Nachrowi
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74 STATISTIKA 519.2 Nel s Nelson, Barry L. Stochastic modeling analysis and simulation New York: McGraw-
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Stochastics Modeling; basics probability; basics statistics; simulations;
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75 STATISTIKA 519.2 Par m Parzen, Emanuel Modern probability theory and its applications New York: John Wiley
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Modern Probabilities; Parzen; probability theory as the study of
mathematical models of random phenomena; basic probability theory;
independence and dependence; numerical valued random phenomena;
mean and variance of a probability law; normal, poisson, and related
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76 STATISTIKA 519.2 Rob i Roberts, Richard A. An introduction to Applied Probability Reading,Massachusett
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sample and event spaces and counting principles; probability measures;
independence and repeated trials; discrete random variables; continuous
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77 STATISTIKA 519.2 Ros Ross, Sheldon A First course in probability, 6th ed Upper, SR: Prentice
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combinatorial analysis; axioms of probability; conditional probability and
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78 STATISTIKA 519.2 Ros Ross, Sheldon A First course in probability, 9th ed combinatorial analysis; axioms of probability; conditional probability and
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79 STATISTIKA 519.2 Ros i Ross, Sheldon M. Introduction to probability models, 6th ed. New York: Academic
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Introduction to probability theory; Random variables; Conditional probability
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Poisson process; Continuous-time markov chains; Renewal theory and its
applications; Queueing theory; Reliability theory; Brownian motion and
Stationary processes; Simulation
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80 STATISTIKA 519.2 Ros i Ross, Sheldon M. Introduction to probability Models, 9th ed. Amsterdam : Elseiver,
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81 STATISTIKA 519.2 Ros i Ross, Sheldon M. Introduction to probability Models, 10th ed. Amsterdam : Elseiver,
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Introduction to probability theory ; random variables ; conditional probability
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82 STATISTIKA 519.2 Ros i Ross, Sheldon M. Introduction to probability Models, 11th ed. Amsterdam : Elseiver,
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Introduction to probability theory ; random variables ; conditional probability
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84 STATISTIKA 519.2 Sto edited, Alison Etheridge Stochastic partial differential equations New York: Cambridge,
1995
stochastic differential equations with boundary conditions; change of
measure method; martin boundary of the brownian sheet; neonompact sets
and stochastic navier stokes equations; numerical experiments; contour
processes of random trees; quasilinear stochastic differential equations of
parabolic; fluctuation of a two level critical branching systems; non
persistence of two level critical brancing system; stochastic wick tipe
burgers equations; interaction epidemic among diffusing particle; noise and
dynamic transitions; backward stochastic differential equations; quasilinear
partial differential equations; path integrals and finite dimensional filtes;
skew product representation; nonlinear hyperbolic spde; stochastic hamilton
jacobi equation; ergodicity of markov semigroups
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85 STATISTIKA 519.2 Sim m Simonnet, Michel Measures and probability New York: Springer,
1996
Measures-Probabilities; Simonnet; Integration Relative-Daniell Measures;
Riesz Spaces; Measures-Semirings; Measurable Functions; Lebesgue
Measure; Spaces; Integrable Functions; Randon Measures; Regularity;
Operations-Measures Defined-Semirings; Product Measures; Ramdom-
Nikodym Derivatives; Images-Measures; Change-Variables; Stieltjet
Integral; Fourier Transform; Convergence-random Variables; Conditional
Expectation; Strong Law-Large Numbers; Central Limit Theorem; Order
Statistics; Conditional Probability; Operations-Random Measure;
Operations-Regular Measures; Haar Measures; Convolution-Measures
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86 STATISTIKA 519.2 Spi s Spiegel, Murray R Schaum Outlines Probabilitas dan Statistik Erlangga, 2004 M/06410, M/06413,
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87 STATISTIKA 519.2 Sur p Suryadi, P.A. Pendahuluan teori kemungkinan dan statistika Bandung: ITB, 1980 M/02704, M/02709,
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88 STATISTIKA 519.2 Tay i Taylor, J.C. An Introduction to measure and probability New York: Springer,
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probability spaces; integration; independence and product; convergence of
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89 STATISTIKA 519.2 Tuc e Tuckwell, Henry C. Elementary applications of probability theory with
an introduction to stochastic differential equations
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basic probaility theory; geometric probability; hypergeometric and poisson
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convergence of squences of random variables; simple random walks;
population genetics and markov chains; propulation growth; stochastic
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90 STATISTIKA 519.2 Yak c Yakowitz, Sidney I. Computational probability and simulation (applied
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91 STATISTIKA 519.2'076 Hsu s Hsu, Hwei P Schaum's outline of theory and problems of
probability, random, variables, and random
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Probability; sample space and events; algebra of sets; equally likely events;
conditional probability; random variables; distribution functions; discrete
random variables; probability mass function; mean and varianve; special
distributions; multiple random variables; bivariate random; joint distribution;
discrete random; correlation coefficient; queueing theory; decision theory;
estimation theory; analysis and processing; random processes; functions of
random variables; normal distribution; fourier transform; time fourier
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92 STATISTIKA 519.23 Bha s Bhattacharya, Rabi N. Stochastic processes with applications Singapore: John Wiley
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94 STATISTIKA 519.23 Kar f Karlin, Samuel A first course in stochastic processes New York: Academic
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95 STATISTIKA 519.23 Mar edited, Rama Chellappa Markov random fields theory and application Boston: Academic
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Markov Random; Gauss-Markov; Image Estimation; Chellappa; Jain; image
modeling during the 1980; compound gauss markov random fileds for
parallel image processing; stochastic algorithms for restricted image spaces
and experiments in deblurring; continuation method for image estimation
using the adiabatic approximation; comprehensive statistical model for
single photon emission tomohraphy; gaussian markov random field at
multiple resolutions; classification of natural texture using gaussian markov
random field models; spectral estimation for random fields with application
to markov modelling and texture classification; probabilistic network
inference gor cooperatiove high and low level vision; stereo matching; 3d
analysis of a shaded and textural surface image; shape from texture using
gaussian markov random fields; markov random field model based
approach to image interpretation; markoc random filed restoration of image
sequences; mit vision machine: progress in the integraion of vision
modules; parameter stimation for gibbs distributiuon from fully observated
data; sampling methods and annealing algorithms; adaptive gibbsian
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96 STATISTIKA 519.23 Mey m Meyn, Sean Markov Chains and Stochastic Stability 2nd ed Chambridge Univ.
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Heuritics; Markov models; transition probabilities; irreducibility; pseudo-
atoms; topology and continuity; the nonlinear state space model; stability
structures; transcience and recurrence; harris and topological recurrence;
the existence; drift and regularity; invariance and tighness; convergence;
ergodicity; geometric ergodicity; simple path and limit theorems; positivity;
generalizad classification criteria; epilogue to the second edition
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97 STATISTIKA 519.23 Mil c Miller, Kenneth, J. Complex stochastics process an introduction to
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98 STATISTIKA 519.23 Mul m Muldowney, Patrick A Modern Theory of Random Variation : with
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99 STATISTIKA 519.23 Pap p Papoulis, Athansious Probability, random Variables and Stochastic
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the Neaning of probability; Axioms of probability; Repeated trials; Concept-
random variable; Functions-one random variable; Moments, Conditional
statistics; Sequences-random statitics; Sequences-random variables;
Statistics; Stochastic processes; Basic applications; Sectral representation;
Sepcral estimation; Mean square estimation; Entropy; markov chains;
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100 STATISTIKA 519.23 Pap p Papoulis, Athanasios Probability, Random Variables and Stochastic
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Boston: McGraw Hill,
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Neaning-probability; Axioms-probability; Repeated trials; Concept-random
variable; Functions-one random variable; Moments, Conditional statistics;
Sequences-random statitics; Sequences-random variables; Statistics;
Stochastic processes; Basic applications; Sectral representation; Sepcral
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101 STATISTIKA 519.23 Par s Parzen, Emanuel Stochastic Processes San Francisco: Holden
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102 STATISTIKA 519.23 Pra p Praptono Materi pokok pengantar proses stokastik I: STAT
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103 STATISTIKA 519.23 Ros s Ross, Sheldon Stochastic processes, 2nd ed New York: John Wiley
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Poisson process; Renewal theory; Markov chains; Continuous-time markov
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106 STATISTIKA 519.23 Soe m Soetarso, M.A Materi pokok pengantar proses stokastik II (stat
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107 STATISTIKA 519.23 Soe m Soetarso, M.A Materi pokok pengantar proses stokastik II (stat
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108 STATISTIKA 519.23 Soe s Soenjoto, Jopie
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Stochastic modelling and cost optimization of
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109 STATISTIKA 519.23 Tay Taylor, Howard M. An Introduction to stochastic Modeling, revised London: Academis
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110 STATISTIKA 519.23 Tay i Taylor, Howard M. An Introduction to stochastic modeling, 3rd ed. San Diego: Academic
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Conditional probability-expectation; Markov chains; Long run behavior-
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112 STATISTIKA 519.24 Bal a Balakrishnan, N A Primer on Statistical Distributions Willey Interscience,
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Descrete uniform distributions ; degenerate distribution ; bernoulli
distribution ; binomial distribution ; geometric distributin ; negative binomial
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; uniform distribution ; cauchy distribution ; triangular distribution ; power
distribution ; beta distribution ; arcsine distribution ; exponential distribution ;
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115 STATISTIKA 519.24 VAL Value-distribution theory edited by Robert O. Kuala New York: Marcel
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116 STATISTIKA 519.28 Hai s Haining, Robert Spatial Data Analysis Theory and Practice Chambridge, 2004 Spatial data analysis, scientific and policy context; the nature of spatial
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117 STATISTIKA 519.28 Gae s Gaetan, Carlo Spatial statistics and modeling New York: Springer,
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118 STATISTIKA 519.28 She s Sherman, Michael Spatial Statistics and Spatio-Temporal Data :
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119 STATISTIKA 519.282 Rev r Revesz, Pal Random Walk in Random and Non-Random
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120 STATISTIKA 519.287 Kov m Kovalenko, Igor N. Mathematical theory of reliability of time dependent
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121 STATISTIKA 519.4 Jen s Jenkins, Gwilym M. Spectral analysis and its applications San Frascisco: Holden
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122 STATISTIKA 519.5 Alf s Alfassi, Zeev Statistical traetment of analytical data Canada; CRS Press,
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123 STATISTIKA 519.5 App David G. Kleium ..[et.al] Applied regression analysis and other multivariable
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Applied Regression; Analysis; Multivariable Methods; Kleinbaum; concepts
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regression analysis; the correlation coefficient and straight line regression
analysis; the analysis of variance table; multiple regression analysis general
conciderations; testing hypotheses in multiple regression; correlation:
multiple, partial, and multiple partial; confounding and interaction in
regression; regression diagnostics; polynomial regression; nummy variables
in regression; analysis of covariace and other methods for adjusting
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124 STATISTIKA 519.5 Arn m Arnold, Steven F. Mathematical Statistics New Jersey: Prentice
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125 STATISTIKA 519.5 Asy Subir Ghosh Asymptotics, nonparametrics, and time series New York: Marcel
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126 STATISTIKA 519.5 Bar m Barra, Jean-rene Mathematical basis of statistics New York: Academic
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127 STATISTIKA 519.5 Gel b Gelman, Andrew
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Fundamentals-bayesian inference; Bayesian data analysis; Advanced
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inference and connections to standard statistical methods; fundamentals of
bayesian data analysis; hierarchical models; model cheking and sensitivity
analysis; study design in bayesian analysis; introduction to regression
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128 STATISTIKA 519.5 Bic m Bickel, Peter J. Mathematical statistics basic ideas and selected
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129 STATISTIKA 519.5 Bla t Blackwell, David Theory of games and statistical decisions New York: Dover
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130 STATISTIKA 519.5 Bos n Bosq, D. Nonparametric statistics for stochastic processes New York: Springer,
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131 STATISTIKA 519.5 Bro b Broemeling, Lyle D. Bayesian analysis of linear models New York Marcel
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132 STATISTIKA 519.5 Bro s Brownklee, K.A. Statistical theory and methodology in science and
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133 STATISTIKA 519.5 Bru h Brush, Gary G. How to choose the proper sample size Volume 12 Milwaukee: ASQ
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134 STATISTIKA 519.5 Bur c Burrill, Gail Exploring statistics with the TI-81 Massachusetts:
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135 STATISTIKA 519.5 Cas s Casella, George Statistical Inference, 2nd ed. Australia
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136 STATISTIKA 519.5 Cha s Chatfield, Christopher Problem solving a statistics guide,first ed London: Chapman &
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137 STATISTIKA 519.5 Clo s Clogg, Clifford C. Statistical models for ordinal variables London Sage 1994 preliminaries; the linear-by-linear interaction model; association models for
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138 STATISTIKA 519.5 Cra m Cramer, Harold Mathematical methods of statistics Princeton: Princeton
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139 STATISTIKA 519.5 Cro a Croxton, Federick E. Applied general statistics New Delhi : Prentice-
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140 STATISTIKA 519.5 Cox p Cox, Dr Principles od Applied Statistics Chambridge, 2011 preminaries; components of investigation; aspect of study designe;
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141 STATISTIKA 519,5 Dal i Dalgard, Peter Introductory Statistics with R 2nd ed Springer, 2008 M/07872, M/07873,
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142 STATISTIKA 519.5 Daj s Dajan, Anto Pengantar metode statistik jil 1 Jakarta: LP3ES, 1979 M/02837, M/06537 2
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144 STATISTIKA 519.5 Deg o Degroot, Morris H. Optimal statistical decisons New York: McGraw
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145 STATISTIKA 519.5 Dud m Dudewicz,Edward J. Modern Mathematical Statistics New York John: Wiley
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146 STATISTIKA 519,5 Fel a Feldman, Richard Applied Probability and Stochastics Process 2nd
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147 STATISTIKA 519.5 Fra s Frank, Althoen Statistics Concepts and Applications New York: Cambridge
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148 STATISTIKA 519.5 Fre m Freund, John E. Mathematical statistics, 5th Upper Saddle River,
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149 STATISTIKA 519.5 Fre m Freund, John E. Modern elementary statistics, 10th ed. Upper Saddle,NJ:
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Frequency distributions; Statistical descriptions; Possibilities; Probabilities;
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measures of variation; possibities and probabilities; some rules of
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150 STATISTIKA 519.5 Fre m Freund,John E Modern Elementary Statistics,5th ed. englewood cliffs:
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151 STATISTIKA 519.5 Fre s Freund, Jhon E. Statistics a first course, 6th Englewood Cliffs, NJ:
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Statistics; Probability; Distributions; Sampling; Analysis-data;
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152 STATISTIKA 519.5 Fur s Furstenberg, Harry Stationary processes and frediction theory New Jersey: Princeton,
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153 STATISTIKA 519.5 Gla s Glaz, Joseph Scan Statictics : Springer series in statistics Springer, 2001 Retrospective scanning of events over time; prospective of events over
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154 STATISTIKA 519.5 Gra a Graybill, Franklin A. Applied statistics a first course in inference New York: Pearson
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data and statistical methods; populations, variables. parameters, and
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median and interquartile range, mean and standard deviation; the normal
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155 STATISTIKA 519.5 Gru s Gruijter, Dato N.M. de Statistical test theory for the behavioral siences New York:
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Statistical; Measurement; Scaling; Classical test theory; Reliability;
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156 STATISTIKA 519.5 Har s Hardle, Wolfgang Smoothing techniques with implementation in S New York: Springer
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157 STATISTIKA 519.5 Hog i Hogg, Robert V. Introduction to mathematical statistics,3rd ed. London: Macmillan
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158 STATISTIKA 519.5 Hog i Hogg, Robert V. Introduction to mathematical statistics, 5th ed. Upper Saddle River,
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159 STATISTIKA 519.5 Hog i Hogg,Robert V Introduction to Mathematical Statistics,6th.ed New Jersey: Prentice
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162 STATISTIKA 519.5 Hoh g Hohn, Michael Edward Geostatistics and petroleum geology,2nd ed. London: Kluwer
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163 STATISTIKA 519.5 Hol n hollander, Myles Nonparametric statistics methods 2nd ed New York: John Wiley
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Nonparametric; Statistics Methods; the dichotomous data problem; the one-
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164 STATISTIKA 519.5 Hol n hollander, Myles Nonparametric statistics methods 3rd ed Willey, 2014 Introduction; the dichotomous data problem; the one sample locaion
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165 STATISTIKA 519.5 Jac s Jaccard, James Statistics for the behavioral science, 3rd Pacific Grove, CA:
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Begavioral Science; Statistics; Jaccard; Becker; statistical preliminaries;
introduction and mathematical preliminaries; frequency and probability
distributions; measures of central tendency and variability; percentiles,
percentile ranks, standard scores, and the normal distributon; pearson
correlation and regression: descriptive aspects; probability; estimation and
sampling distributions; hypothesis testing: inferences about a single mean;
the analysis of bivariate relationships; research design and statistical
preliminaries for analyzing bivariate relationships; independent groups test;
correlated groups t test; one-way between-subjects analysis of variance;
one-way repeated measures analysis of variance; pearson correlation and
regression: inferential aspects; chi-square test; nonparametric statistics;
additional topics; two-way between-subjects analysis of variance; overview
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166 STATISTIKA 519.5 Jam t Jammalamadaka, S.Rao Topics in Circular Statistics (series multivatiate
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167 STATISTIKA 519.5 Jen s Jensen, Jerry L Statistics for Petroleum Engineers and
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168 STATISTIKA 519.5 Joh o Johnson, Valen E. Ordinal data modeling: statistics for social science
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169 STATISTIKA 519.5 Joh s Johnson, Richard A. Statistical reasoning and methods New York: Wiley &
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Statistical Reasioning Methods; Johnson; Tsui; Organizing Data; Describing
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170 STATISTIKA 519.5 Joh s Johnson, richard A. Statistics: principles and methods, 3rd ed New York: John Wiley
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organization and description of data; descriptive study of bivariate data;
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introduction statistics; organization and description of data; main types of
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graphics statistics content; key ideas and formulas; descriptive study of
bivariate data; probability; probability distributions; the normal distribution;
variation in repeated samples sampling distributions; drawing inferences
from large samples; smal sample inferences for normal populations;
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173 STATISTIKA 519.5 Kni m Knight, Keith Mathematical statistics London: Chapman &
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introduction to probability; random vectors and joint distributions;
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174 STATISTIKA 519.5 Koc i Koch, K.R. Introduction to bayesian statistics,2nd ed. New York; Springer,
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175 STATISTIKA 519.5 Kor n Korosteleva, Olga Nonparametrics Methods in Statistics with SAS
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176 STATISTIKA 519.5 Koz e Kozelka, Robert M. Elements of statistical inference Reading, Mass:
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177 STATISTIKA 519.5 Kre i Kreyszig, Erwin Introduction mathematical statiscs: principles and
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178 STATISTIKA 519.5 Kus s Kustituanto, Bambang Statistik analisa runtun waktu dan regresi korelasi Yogyakarta: BPFE
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179 STATISTIKA 519.5 Lad o Lad, Frank Operational subjective statistical methods a
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Operational; Satistical Mehtods; Mathematical; Philosophical; Historical;
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180 STATISTIKA 519.5 Lar i Larsen, Richard J. An Introduction to mathematical statistics and its
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182 STATISTIKA 519.5 Leh t Lehmann, E.L. Testing statistical hypotheses New York: John Wiley
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183 STATISTIKA 519.5 Lev b Levine, David M. Business statistics for quality and productivity Englewood Cliffs, NJ:
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Totaly quality management; Tables; Descriptive summary measures;
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184 STATISTIKA 519.5 Loh s Lohr, Sharon L. Sampling design and analysis Pacific Grove, CA:
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Sampling; Design-Analysis; Lohr; simple probability samples; ratio and
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185 STATISTIKA 519.5 Lon g London, Dick Graduation: the revision of estimates Winsted: ACTEX,
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186 STATISTIKA 519.5 Mac f McClave, James T. A First course in statistics, 6th ed. Upper Saddle River,
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Course-Business; Statistics; McClave; SincichCourse; Business Statistics;
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187 STATISTIKA 519.5 Mar d Mardia, Kanti V. Directional Statistics New York: John Wiley
& Sons, 1999
circular data; summary statistics; basic concepts and models; fundamental
theorems and distribution theory; point estimation; tests of uniformity and
tests of goodness-of-fit; tests on von mises distributions; non parametric
methods; distribution on spheres; inference on spheres; correlation and
regression;modern methodology; general sample spaces; shape analysis
Q/01100 1
188 STATISTIKA 519.5 Mcc f McClave, James T. A first course in business statistics, 8th ed. Upper Saddle
River,NJ: Prentice
Hall, 2001
Course-Business; Statistics; McClave; SincichCourse; Business Statistics;
McClave; George; Sincich; what is statistics; methods for describing sets of
data; probbability; random variables and probability distributions; sampling
distributions; inferences based on a single sample: estimation; inferences
based on a single sample: tests of hypothesis; comparing two population
means; comparing population proportions; regression analysis; methods for
quality improvement;
Q/00389 1
189 STATISTIKA 519.5 Mcc f McClave, James T. A First course in statistics, 5th ed. New Jersey: Prentice-
Hall, Inc. 1995
McClave; Sincich; Statistics, data, and statistical thingking; methods for
describing Sets Data; Probability; Random-Variables; Sampling
Distributions; Estimation; comparing population means; comparing
population proportions; simple Linear Regression; inferences based on a
single sample: tests of hypothesis, estimation with confidence intervals;
random variables and probability distributions;
Q/03861 1
190 STATISTIKA 519.5 Mcc f McClave, James T. A First in business statistics, 6th ed. Englewood Cliffs, NJ:
Prentice-Hall, 1995
Course-Business; Statistics; McClave; SincichCourse; Business Statistics;
McClave; George; Sincich; what is statistics; methods for describing sets of
data; probbability; random variables and probability distributions; sampling
distributions; inferences based on a single sample: estimation; inferences
based on a single sample: tests of hypothesis; comparing two population
means; comparing population proportions; regression analysis; methods for
quality improvement;
Q/04241 1
191 STATISTIKA 519.5 Mcc s McClave, James T. Statistics, 8th ed. Upper Saddle River:
Prentice Hall, 2000
Statistics;Data;Probability;Discrete random variable;sampling;linear
regression;multiple
Q/00788, Q/00390 2
192 STATISTIKA 519.5 Mcc s Mcclave, James T. Statistics, 9th ed Upper, Sadle River:
Prentice Hall, 2003
Statistics;Data;statistical thinking;describing sets aprobability;Discrete
random variables;continous random variables;sampling
distributions;inference based;analysis variance;simple linear
regression;multiple regression;categorical data analysis;nonparametric
statistics
Q/00663 1
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193 STATISTIKA 519.5 Mcc s McClave, James T. Statistics, 7th ed. New Jersey: Prentice-
Hall, Inc. 1997
Statistics, data, and statistical thinking; methods for describing sets of data;
McClave, Dietrich; Sinchich; Data; Qualitative-data; Quantitative-data;
Probability; discrete random variables; Dietrich; Regression; Nonparametric;
continuous random variables; sampling distributions; inference based on a
single sample: estimatin with confidence intervals; inference based on a
single sample: test of hypotheses; inference based on a single sample:
confidence intervals and test of hypotheses; analysis of variance:
comparing more than two means; simple linear regression; multiple
regression; model building; the chi square test and the analysis of
contingency tables; nonparametric statistics
Q/02360, Q/03853,
Q/01477, M/04125,
M/02860, M/02859
6
194 STATISTIKA 519.5 Mcc s McClave, James T. Statistics, 12th ed. Pearson, 2013 S tatistics, Data, and Statistical Thinking; M ethods for Describing Sets of
Data; P robability; D iscrete Random Variables; C ontinuous Random
Variables; S ampling Distributions; Inferences Based on a Single Sample:
Estimation with Confidence Intervals; Inferences Based on a Single
Sample: Tests of Hypothesis; Inferences Based on a Two Samples:
Confidence Intervals and Tests of Hypotheses; Analysis of Variance:
Comparing More than Two Means; S imple Linear Regression; M ultiple
Regression and Model Building; C ategorical Data Analysis; N onparametric
Statistics (available on CD)
M/08040, M/08144 2
195 STATISTIKA 519.5 Men s Mendenhall, William A Second Course in Statistics, 5th Ed. NJ: Prentice Hall, 1996 Optional; Regression analysis; Linear regression; Multiple regression;
Model building; Regression pitfalls; Residual analysis; Special topic-
regression; Time series modeling, forecasting; Principles-experimental
design; Analysis-variance;Statistical tables; SAS tutorial; SPSS tutorial
Q/01809 1
196 STATISTIKA 519.5 Mil m Miller, Irwin Mathematical Statistics, 6th Upper Saddle River,
NJ: Prentice Hall, 1999
introductions; probability; probability distributions and probability densities;
mathematical expectation; special probability distributions; special
probability densities; functions of random variabeles; sampling distributions;
decision theory; estimation: theory; estimation: applications; hypothesis
testing: theory; hypothesis testing: application; analysis of variance;
nonparmetric tests;
Q/01019, Q/00954 2
197 STATISTIKA 519.2 Mil j Miller, Irwin Jhon E Freunds Mathematical Statistics with
application 8th ed
Miller, Irwin Probability; probability distributions and probability densities; mathematical
expectation; special probability distributions; special probability densities;
function of random variables; sampling distributions; decision theory; point
estimation; interval estimation; hypothesis testing; test of hypothesis
involving means; variances, and proportions; regression and correlation;
design and analyisis of experiments; nonparametric tests; appendix; sums
and products, special probability distributions; special probailitiy densities
M/07107, M/07108,
M/07925, M/07926,
M/07927
5
198 STATISTIKA 519.5 Mod e Mode, Elmer B. Elements of statistics,3rd ed New Jersey: Prentice
Hal,l 1961
M/02875 1
199 STATISTIKA 512.5 Mod m Tim Asisten Mk Model
Linear I
Modul Praktikum Model Linear I Departemn
Matematika FMIPA UI,
2010
M/06758, M/06759 2
200 STATISTIKA 512.5 Mod m Tim Asisten Mk Model
Linear II
Modul Praktikum Model Linear II Departemn
Matematika FMIPA UI,
2010
M/06760, M/06761 2
201 STATISTIKA 519.5 Moo i Mood, Alexander M. Introduction to the theory of statistics New York: McGraw-
Hill, 1874
M/02876 1
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202 STATISTIKA 519.5 Mye r Myers, Raymond H. Response surface methodology process and
product optimization using designed experiments
New York: John Wiley
& Sons, 1995
building empirical models; two level factorial designs; two level factorial
design; process improvement with steepest ascent; analysis of response
surfaces; experimental design for fitting response surfaces; experimental
design for fitting response surfaces; miscellaneous response surface topics;
response surface methods and taguchi robust parameter design;
experimental with mixtures; mixture design and analysis techniques;
countinuous process improment with evolutionary operation
Q/03831, Q/04114,
Q/00595
3
203 STATISTIKA 519.5 Mye r Myers, Raymond H. Response Surface Methodology process and
product optimization using designed experiments,
2nd ed.
New York: John Wiley
& Sons, 2002
building empirical models; two level factorial designs; two level factorial
design; process improvement with steepest ascent; analysis of response
surfaces; experimental design for fitting response surfaces; experimental
design for fitting response surfaces; miscellaneous response surface topics;
response surface methods and taguchi robust parameter design;
experimental with mixtures; mixture design and analysis techniques;
countinuous process improment with evolutionary operation
Q/01092, Q/00988 2
204 STATISTIKA 519.5 Nai u Naiman, Arnold Understanding statistics, 4th ed. New York: McGraw-Hill
Book Company, 1996
Common statistical measures; Approximation; Hypotheses testing;
Samples tests; Samples means; Chi square; Correlation; Prediction; Tests
involving variance; Nonparametric tests
Q/01311, M/02874 2
205 STATISTIKA 519.5 Nas m Nasoetion, Andi Hakim Metode statistika Jakarta: Gramedia,
1975
M/04973 1
206 STATISTIKA 519.5 Nas t Nasution, Andi Hakim Teori Statistik : untuk ilmu-ilmu kuantitatif Jakarta: Bhratara
Karya Aksara, 1983
M/02870 1
207 STATISTIKA 519.5 Nov m Novita, Mila Modul Praktikum Metode Statistika Peubah Ganda
(Multivariat)
Dep. Math FMIPA UI,
2010
M/06735, M/06736,
M/06737
3
208 STATISTIKA 519.5 Nov m Novita, Mila Modul Praktikum Statistika Elementer Dep. Math FMIPA UI,
2010
M/06741, M/06742 2
209 STATISTIKA 519.5 Ogd e Ogden, R. Todd Essential wavelets for statistical applications and
data analysis
Boston : Birkhauser,
1997
Essential Wavelets; Statistical Applications; Data Analysis; Ogden;
wavelets: a brief introduction; basic smoothing techniques; elementary
statistical applications wavelet features and examples; wavelet-based
diagnostics; some practical issues; other applications; data adaptive
wavelet thresholding; generalizations and extensions;
Q/03849 1
210 STATISTIKA 519.5 Ott i Ott, R. Lyman An Introduction to Statistical Methods and Data
Analysis, 5th ed.
Australia: Duxbury
Thomson Learning,
2001
Mathematical Statistics; Data Analysis; survey; gather data; data
description; probability; comparing;multiple comparisons; categorical data;
linear regression; multiple; linear model; standard design; covariance
M/05061, Q/01601,
Q/00802, M/05074 2
Kolesi dimasukan ke
gudang
4
211 STATISTIKA 519.5 Pec i Peck, Roxy Introduction to Statistics and Data Analysis Australia: Duxbury
Thomson Learning,
2001
the role of statistics; the data analysis process and collecting data sensibly;
graphical methods for describing data; numerical methods for describing
data; summarizing bivariate data; probability; random varibles and
probability distributions; sampling variability and sampling disrtibutyons;
estimation using a single sample; hypothesis testing using a single sample;
comparing two populations or treatments; the analysis of categorical data
and goodness-of-fit tests; simle linear regression and correlation: inferential
methods; multiple regressiaon analysis; the analysis of variance
M/05077, M/05078,
Q/00888, Q/00767
4
212 STATISTIKA 519.5 Pec i Peck, Roxy Introduction to Statistics and Data Analysis 5th ed Cengage Learning,
2016
M/08018, M/08019 2
213 STATISTIKA 519.5 Pis a Pistone, Giovanni Algebraic statistics computational commutative
algebra in statistics
London: Chapman &
Hall/CRC, 2001
introduction; algebraic models; grobner bases in experimental design; two-
level factors: logic, reliability, design; probability; statistical modeling
Q/03848, Q/00962,
Q/00959, Q/00393
4
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214 STATISTIKA 519.5 Pro p edited: Charalambides,
CH.A..[et.al]
Probability and statistical models with applications London Chapman &
Hall/CRC 2001
approximation,bounds, and inequalities; nonuniform bounds in probability
approximations using stein's method; probability inequalities for multivariate
distributions with applications of statistics; applications of compound
poisson approximations; compound poisson approximation for sums of
dependent random variables; uniffied variance bounds and stein type
indentity; probability inequalities for u statistics; probability and stochastic
process; theory and applications of decoupling; note on the probability of
rapid extinction of alleles in a wright fisher process; stochastic integral
function in an asyomtotic split state space; busy periods for some queues
with deterministic interarrival or service times;the evolution of population
structure of the perturbed non-homogeneous semi-markov system;
distributions, characterizations, and applications; characrizations of some
exponential families based on survival distributions and moments; bivariate
distributions compatible or nearly compatible with given conditional
information; a characterization of a distribution ariding from absorption
sampling; refinements of inequalities for symmetric functions; general
occupancy distributions; a skew t distribution; on the posterior moments for
truncation parameter distributions and identifiability by posterior mean for
exponential distribution with locatin parameters; distributions of random
volumes without using integral geometry techniques; time series, linear, and
non-linear models; cointegration of economic time series; on some power
properties of goodness-of-fit test in time series analysis; linear constraints
on a linear model; m-methods in generalized nonlinear models; inference
and applications; extensions of a variation of the isoperimetric problem; on
finding a single positive unit in group testing; testing hypothesis on
varincees in the presence of correlations; estimating the smallest scale
parameter: universal domination results; on sensitivity of exponential rate of
convergence for the maximum likelihood estimator; a closer look at
weighted likelihood in the context of mixtures; on nonparametric function
estimation with infinite-order flat-top-kernels; multipolishing large two-way
tables; on distance and measires pf information: a case of diversity;
representation formulae for for probabilities of correct classification;
estimation of cycling effect on reliability; applications to biology and
Q/00392, Q/00391 2
215 STATISTIKA 519.5 Ran c Editor : Bai, Zhidong Random matrix theory and its applications ;
multivariate statistics and wireless
communications
World Scientific, 2009 Beta random matrix ensembles;future of statistics ; bridgw between random
matricess and wireless communications ; replica methods in multiuser
communications ; role in eigenvaluable behavior of large dimensional
random matrices
M/06700 1
216 STATISTIKA 519.5 Rid d Riduwan Dasar-dasar Statistika Bandung: ALFABETA,
2003
M/05054 1
217 STATISTIKA 519.5 Rou c Roussas, George G. A First course in mathematical statistics, 2nd ed. San Diego, CA:
Academic Press, 1997
Course; Mathematics Statistics; Roussas; basic concepts of set rheory;
some probabilistic conceptts and results; on random variables and their
distributions; distribution functions, probability densities, and their
relationship; moments of random variables-some moment and probability
inequalities; characteristic functions, moment generating functions and
related theorems; stochastic independece with some applications; basic
limit theorems; transformations of random variables and random vectors;
order stattisctics and related theorems; sufficiency and related theorems;
s8fficiency and related theorems; point estimation; testing hyypotheses;
sequntial procedures; confidence regions-tolerance intervals; general linear
hypothesis; analysis of variance; multivariate normal distribution; quadratic
forms; nonparametric inference; topics from vector ad matrix algebra;
noncentral t-,x2-,and f-distributions
Q/00395, Q/03820 2
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218 STATISTIKA 519.5 Sal t Salvatore, Dominick Schaum's outline 'Statistics and econometrics, 2nd
ed.
New York: McGraw
Hill, 2002
descriptive statistics; probability and probability distributions; statistical
inference: estimation; statistical inference: testing hypotheses; simple
regression analysis; multiple regression analysis; futher techniques and
applications in regression analysis; problems in regression analysis;
simultaneous-equations methods; time series methods; computer
applications in econometrics
Q/00857 1
219 STATISTIKA 519.5 Sav s Savage, Richard I. Statistics:Uncertainty and behavior New York: Houghton
Mifflin Company, 1968
M/02871, M/02873 2
220 STATISTIKA 519.5 Sel f Sellers, Gene R. A First course in statistics, 3rd New York: Harper
Collins, 1992
Statistics;Sellers Q/03919, Q/03847 2
221 STATISTIKA 519.5 Sha m Shao,Jun Mathematical Statistics New York: Springer,
1999
M/05732, M/06148 2
222 STATISTIKA 519.5 Sne s Snedecor, George W. Statistical methods, 8th Iowa: Iowa State
University Press, 1989
Frequency distributions; Mean-standard deviation; Normal distribution;
Tesis-hypotheses; Comparison-two samples; Binomial distribution; Shortcut-
nonparametric methods; Regression; Correlation; Analysis-frequencies;
Analysis-variance; Random effects model; Two-way classifications; Failures-
assumptions; Factorial experiments; Multiple linear regression; Analysis-
covariance; Nonlinear relations; Sample surveys
Q/00399 1
223 STATISTIKA 519.5 Sne s Snedecor, George W. Statistical methods,7th ed. Lowa: The Lowa State
University Press ,1980
M/02872 1
224 STATISTIKA 519.5 Sne s Snedecor, George W. Statistical methods applied to experiments in
agriculture and biology
Lowa: Lowa State
University Press, 1964
[M/02869, M/02868] (
1 koleksi disishkan ke
gudang)
2
225 STATISTIKA 519.5 Soe m Soejoeti, Zanzawi Buku materi pokok metode statistik 1 STA 201/3
SKS/Modul 6-9
Jakarta: Universitas
Terbuka, 1984
M/02827 1
226 STATISTIKA 519.5 Soe m Soejoeti, Zanzawi Buku materi pokok metode statistik II STAT
4111/2 SKS/Modul 6-9
Jakarta: Universitas
Terbuka, 1986
M/02806 1
227 STATISTIKA 519.5 Soe m Soejoeti, Zanzawi Buku materi pokok metode statistik 1 STA 201/3
SKS/Modul 1-5
Jakarta: Universitas
Terbuka, 1984
M/02826 1
228 STATISTIKA 519.5 Son a Wang, Sung-kuei Chow,
Shen-Chung
Advanced linear models theory and applications New York: Marcel
Dekker, 1994
Matrix theory; Multivariate normal; Related distributions; Statistical
inferences; Linear models; Parameter estimation; Linear regression models;
ANalysis-variance models; Analysis-covariance models; Variance
components models
Q/00398 1
229 STATISTIKA 519.5 Spi s Spiegel, Murray R. Schaum's outline of theory and problems of
statistics: including 875 solved problems
completely solved in detail
New York: McGraw-Hill
International, 1961
[M/02804, M/02803] 2
230 STATISTIKA 519.5 Spi s Spiegel, Murray R Schaum's Easy Outlines Statistik, ed.3 Jakarta; Erlangga,
2002
Variabel dan grafik; ukuran tendensi sentral dan dispersi; teori probabilitas
dasar; distribusi binomial, normal, dan possion; teori dasar sampling; teori
dasar estimasi statistik; teori keputusan statistik; sampling kecil; Chi-
kuadrat; kurva dan metode kuadrat terkecil; korelasi; analisis varians; non-
parametrik; kurva normal standar
M/06322 1
231 STATISTIKA 519.5 Spi s Spiegel, Murray R Schaum's outline of theory and problems of
statistics, 4th ed.
Erlangga, 2008 M/06424, M/06425,
M/06426
3
232 STATISTIKA 519.5 Spi t Spiegel, Murray R. Schaum's outline of theory and problems of
statistics: including 870 solved problems
Singapore: McGraw-
Hill, 1981
M/02801, M/02800,
M/02824 [1 Koleksi
Disisihkan ke
Gudang
3
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233 STATISTIKA 519.5 Spi t Spiegel, Murray R. Schaum's outline of theory and problems of
statistics: including 870 fully solved problems
completely solved in detail
Singapore: McGraw-
Hill International, 1972
M/02805, M/02823 [1
Koleksi Disisihkan
ke Gudang]
2
234 STATISTIKA 519.5 Sub s J. Supranto, MA Statistik teori dan aplikasi jilid 2 Erlangga Probalilita; Variabel random dan nilai harapan ; distribusi teoritis ; sampling
dan perkiraan ; pengujian hipotesa ; regresi sederhana ; regresi berganda
M/06538 1
235 STATISTIKA 519.5 Tam s Tamhane, Ajit C. Statistics and data analysis from elementary to
intermediate
Upper Saddle River,
NJ: Prentice-Hall, 2000
Review-probability; Summarizing; Exploring data; Sampling distributions-
statistics; Basic concepts-inference; Infevences-single samples; Inferences-
two samples; Inferences-proporions; Count data; Simple linear regression-
correlation; Multiple linear regression; Analysis-single factor experiments;
Analysis-multifactor experiments; Nonparamtric statistical methods;
Likelihood, bayesian, decision theory mehtods
Q/01495 1
236 STATISTIKA 519.5 Tri e Triola, Mario F. Elementary statistics, 6th Reading,MA: Addison
Wesley,
Elementary Statistics; Triola; introduction to statistics; descriptive statistics;
probability; probability distributions; normal probability distributions;
estimates and sample sizes; hypothesis testing; inferences from two
samples; correlation and regression; multinomial experimetns and
contingency tables; analysis of variance; statistical process control;
nonparametric statistics; epilogue
Q/04124 1
237 STATISTIKA 519.5 Tri e Triola, Mario F. Elementary statistics, 7th Reading,MA: Addison
Wesley, 1997
Elementary Statistics; Triola; introduction to statistics; descriptive statistics;
probability; probability distributions; normal probability distributions;
estimates and sample sizes; hypothesis testing; inferences from two
samples; correlation and regression; multinomial experimetns and
contingency tables; analysis of variance; statistical process control;
nonparametric statistics; epilogue
Q/01496 1
238 STATISTIKA 519.5 Ven m Venables, W.N Modern Applied Statistics with S : statistics and
Computing 4th ed
Springer, 2003 M/07996, M/07997,
M/07998
3
239 STATISTIKA 519.5 Voe s Voelker,David H Statistik: seri matematika keterampilan statistika Bandung: Pakar Raya,
2004
M/05418 1
240 STATISTIKA 519.5 Wal p Walpole, Ronald E. Introduction to Statistics, 3rd ed The Macmillan
Company, 1968
Frequention distributions; Probability-distribution; Standar distributions;
Bivariate distributions; Regresion-correlation; Futher correlation theory;
Curved regression lines; Thery-simple sampling; Standard errors-statistics;
Beta; Gama distributions; Chi-square; Analysys variance-covariance;
Multivariate distibution
M/06755, M/06803,
M/06804
3
241 STATISTIKA 519.5 Wal p Walpole, Ronald E. Pengantar statistika,3rd ed Jakarta: Gramedia
Pustaka Utama, 1995
Frequention distributions; Probability-distribution; Standar distributions;
Bivariate distributions; Regresion-correlation; Futher correlation theory;
Curved regression lines; Thery-simple sampling; Standard errors-statistics;
Beta; Gama distributions; Chi-square; Analysys variance-covariance;
Multivariate distibution
M/02799, M/04923,
M/05081, M/05080,
M/05699, M/06271,
M/06270, M/06578,
M/06597, M/06598,
M/06599, M/06800,
M/06851, M/06852,
M/06853, M/06908,
M/06909, M/06910,
M/06906, M/07045,
M/07407, M/07803,
M/07845, M/07849
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242 STATISTIKA 519.5 Wea f Weatherburn, C.E. A Firts course in mathematics statistics Cambridge: The
University Press, 1968
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243 STATISTIKA 519.5 Web f Weber, Donald C. A first course in the design of experiments a linear
models approach
Boca Raton: CRC
Press, 2000
introduction to the design of experiments; linear models; least square
estimation and normal equations; linear model distribution theory;
distribution theory for statistical inference; inference for multiple regression
models; the completely randomized design; planned comparisons; multiple
comparisons; randomized complete block design; incomplete block design;
latin square design; factorial experiments with two factors; other factorial
experiments; analysis of covariance; random and mixed models; nested
design and associated topics; other design and topics
Q/03846, Q/02336 2
244 STATISTIKA 519.5 Wei e Weiss, Neil A. Elementary statistics, 3rd reading, MA: Addison-
Wesley, 1996
Elementary Statistics; Weiss; the nature of statistics; descriptive statistics;
organizing data; descriptive measures; probability, random variables, and
sampling distributions; discrete random variables; the normal distributions;
the sampling distributions of the mean; inferential statistics;confidence
intervals for one population mean; hypothesis test for one population mean;
inferences for two population means; inferences for populations proportions;
chi-square procedures; regression and correlation; descriptive methods in
regression and correlation; inferential methods in regression and correlation
Q/01511 1
245 STATISTIKA 519,5 Wei f Weihs, Claus Foundations of Statistical Algorithm with
References to R Packages : computer science and
data analysis series
CRC Press, 2014 M/07899, M/07900,
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3
246 STATISTIKA 519.5 Wei i Weis, Neil A. Introductory Statistics, 6th Boston: Addison
Wesley, 2002
Introductory;Statistics Q/00956, Q/00955 [1
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2
247 STATISTIKA 519.5 Wei s Weiss, Lionel Statistical decision theory New York: McGraw
Hill, 1961
M/04866 1
248 STATISTIKA 519.5 Wil f Wilcox, Rand R Fundamentals of Medern Statistical Methods :
Substantially Improving power and accuracy
Spronger, 2010 normal curve, outlier detection, accuracy and inference, hypotesis testing,
small simple, bootstrap, foundamental problem, rebust measures, robust
regression
M/06476 1
249 STATISTIKA 519.5 Wil f Wilcox, Rand R Fundamentals of Modern Statistical Methods
Substantially Improving Power and Accuracy 2nd
ed
Springer, 2010 the normal curve and outlier detection; accuracy and inference; hypothesis
testing and small sample sizes; the bootstrap; a fundamental problem;
robust measure of location; inferences about robust measure of location;
measure of association; robust regression
M/07769, M/07770 2
250 STATISTIKA 519.5 Zac e Zacks, Shelemyahu Examples and problems in Mathematical Statistics Willey, 2014 Basic probability theory; statisticsl disribution; sufficient statistics and the
information in samples; testing statistical hypotheses; statistical estimation;
confidence and tolerance intervals; large sample theory for estimation and
testing; bayesian analysis in testing and estimation; advanced topics in
estimation theory
M/07331, M/07332 2
251 STATISTIKA 519.52 Cha s Chaudhuri, Ariijit Survey sampling Theory and methods New York: Marcel
Dekker, 1992
Estimation-finite populations; Sampling strategies; Asymtotic approaches;
Design; Model variance estimation; Multi-stage; Multi-phase; Analytic
studies-survey data; Randomized response; Incomplete data
Q/01510 1
252 STATISTIKA 519.52 Coc s Cochran, William G. Sampling techniques, 3rd ed. New York: John Wiley
& Sons, 1977
Simple random sampling; Sampling probabilions and precentage;
Estimation of sample size; Stratified random sampling; Futher aspect; Ratio
estimators; Regression estimators; Systematic sampling; Single-stage
cluster sampling; Subsampling; Couble sampling; Sources-error-surveys
Q/00647, Q/00648,
M/04243, M/03925,
M/02818, M/05748,
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253 STATISTIKA 519.52 Coc t Cochran, William G. Teknik penarikan sampel William, edisi 3. Jakarta: UI Press,
1991.
M/02814 1
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
254 STATISTIKA 519.52 Dar b Darwis, Sutawanir Materi Pokok Metode Survei Sampel: stat 4334/3
sks/modul 6-9
Jakarta: Karunika,
Universitas Terbuka,
1986
M/02265 Koleksi
Disisihkan ke Gudang
1
255 STATISTIKA 519.52 Dar m Darwis, Sutowanir Materi POkok Metode Survey Sampel stat 4334/3
sks/modul 1-5
Jakarta: Karunika
Universitas Terbuka,
1986.
M/02266 1
256 STATISTIKA 519.52 Eri t Eriyanto Teknik Sampling analisis opini publik Yogyakarta: LKiS
Pelangi Aksara, 2007
M/05771 1
257 STATISTIKA 519.52 For s Foreman, E. K. Survey sampling principles New York: Marcel
Dekker, 1991
some basic concepts; simple random sampling and unbiased estimates;
ratio and regression estimates and estimates of rations; stratified sampling;
selection with probbabilities proportional to size; multistage sampling:
concepts; multistage sampling: application; further sampling techniques;
control of nonsample errors; smaple design; sample frames, selection
systems, master samples; household survey master samples; survey
design; design of series of surveys
Q/03845, Q/02368 [1
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ke Gudang]
2
258 STATISTIKA 519.52 Ful s Fuller, Wayne A Sampling statistics New Jersey; John
Wiley & Sons, 2009
Probability sampling from a finite; estimation; information in design; analytic
studies; sampling
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259 STATISTIKA 519.52 Gov e Govindarajulu, Zakkula Elements of sampling theory and methods Upper Saddle River,
NJ: Prentice-Hall, 1999
Varying-probability sampling; Simple random sampling; Estimation-sample
size; Stratified sampling; Ration estimators; Regression estimators;
Systematic sampling; Cluster sampling; Variating probability sampling;
Repetitive sampling; Tw0-stage sampling; Nonsampling errors; Bayesian
approach; Jackknife method; Bootstrap method; Imputations-surveys
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260 STATISTIKA 519.52 Han s Hansen, Morris H. Sample survey methods and theory Methods and
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261 STATISTIKA 519.52 Jia l Jiang, Jiming Large sample techniques for statistics New York: Springer,
2010
arguments; modes of convergence; probability; Big O; small o; asymptotic
expansions; inequalities; numerical; integral; random variables; stochastic
processes; time and spatial series; empirical processes; inequalities;
asymptotic expansions; martiangales; empirical processes; nonparametric
statistics; mixed effects models; small-area estimation; jackknife and
bootstrap; markov-chain monte carlo; Jiang, Jiming
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262 STATISTIKA 519.52 Kis s Kish, Leslie Survey sampling New York: John Wiley
& Sons, 1995
fundamentals of survey sampling; basic concepts of sampling; straified
sampling; systematic sampling; stratification techniwues; cluster sampling
and subsampling; unequal sclusters; selection with probailities proportional
to sixe measures; economic design of surveys; special problems and
techniques; area sampling; multistage sampling; sampling from imperfect
frames; some selection techniques; related concepts; biases and
nonsampling errors; some issues of inference from survey data
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263 STATISTIKA 519.52 Raj S Raj, Des Sampling theory New Delhi Tata
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264 STATISTIKA 519.52 Rao s Rao,J.N.K Small Area Estimation J.N.K. Rao New Jersey: John
Wiley & Sons, 2003
Sampling; Statistics; Ratio; Regression; Supplemental Topics;
Mendenhall,William; Ott Lyman
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265 STATISTIKA 519.52 Sch e Scheaffer,Richard L. Elementary survey sampling,5th ed. Belmont: Duxbury
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266 STATISTIKA 519.52 Sch e Scheaffer, Richard L. Elementary survey sampling,4th ed. Boston: PWS-Kent
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267 STATISTIKA 519.52 Sch e Scheaffer, Richard L. Elementary survey sampling, 7th ed. Brooks Cole, 2012 Element of sampling problem; source error surveys; planning survey; some
basic concepts of statistics; finite population case; sampling distribution;
covariance and correlation; simple random sampling; population mean and
total; selecting the sample size; stratified random sampling; ratio,
regression, and difference estimation; systematic sampling; cluster
sampling; two-stage cluster sampling; estimating the population size;
suplemental topics; random-response model; adjusting for nonresponse;
callbacks; the bootstrap
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268 STATISTIKA 519.52 Set t Setiadi,Rianti Diktat Pelatihan Teknik Pengambilan Sampel Depok: Jurusan
Matematika FMIPA-UI,
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269 STATISTIKA 519.52 Tho a Thompson, Steven K. Adaptive sampling New York: John Wiley
& Sons, 1996
Adaptive Sampling; Thompson; Seber; Sampling Theory; introduction and
preliminaries; fixed population sampling theory; stochastic population
sampling theory; adaptive cluster sampling; efficiency and sample size
issue; adaptive cluster sampling based on order statistics; adaptive
allocation in stratified sampling; multivariate aspects of adaptive sampling;
detectability in adaptive sampling; optimal sampling strategies
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270 STATISTIKA 519.52 Tho s Thompson, Steven K. Sampling, 2nd ed New York: John Wiley
& Sons, 2002
basic sampling; simple random sampling; confidence intervals; sample size;
estimating proportions, ratios, and subpopulation means; enequal
probability sampling; making the best use of survey data; auxiliary data and
ratio estimation; regression estimation; sufficient statistics in sampling;
desing and methods; some useful designs; straigied sampling; cluster and
systematic sampling; multistage designs; double sampling; network
sampling; detectability methods for elusive populations; tetectability and
sampling; line transects and variables; circular plots; capture recapture
sampling; line intercept sampling; spatial sampling; sapatial prediction of
kringing; spatial designs; plot shapes and observational methods; adaptive
sampling; adaptive sampling designs; adaptive cluster sampling; systematic
and strip adaptive cluster sampling; stratified adaptive cluster sampling
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271 STATISTIKA 519.52 Til s Tille, Yves Sampling algorithms Switzerland; Springer,
2006
Population; sampel; sampling design; algorithms; random; probability
exponential design; splitting methods; balanced sampling
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272 STATISTIKA 519.52 Try s Trytos, Peter Sampling methods for applied research Text and
cases
New York: Jhon Wiley
& Sons,Inc. 1996
Random Sampling; Stratifield-Random Sampling; Regression Estimators;
Two-Stage Random; Cases; Tryfos; preliminaries; simple random sampling;
stratified random sampling; two stage random sampling; ratio and
regression estimators; some special topics; sampling with unequal
probabilities; sampling from a process; nonsampling errors
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273 STATISTIKA 519.52 Yam e Yamane, Taro Elementary sampling theory New Jersey: Prentice-
Hall, 1967
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274 STATISTIKA 519.524 Eug p Grant, Eugene L. Pengendalian mutu statistik,6th ed Jakarta: Erlangga,
1996
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275 STATISTIKA 519.53 Coh s Cohen, Jacob Statistical power analysis for the behavioral
sciences, 2nd ed
New Jersey: Lawrence
Erlbaum, 1988
concepts of power analysis; test for means; significance of a product
moment r;differences between correlation coefficients; test that a proportion
is 50 and the sign test; difference between probability; chi square tests for
googness; analysis of variance and covariance; multiple regression and
correlation analysis; set correlation and multivariate methods; some issues
in power analysis; computational procedures
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276 STATISTIKA 519.53 Dun i Dunteman, George H. Introduction to linear models London: Sage Pub.,
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277 STATISTIKA 519.53 Gir m Giri, Narayan C. Multivariate statistical analysis New York: Marcel
Dekker, 1996
Vector; Matrix algebra; Groups; Jacobian-transformations; Multivariate
distribution; Invariance; Multivariate distributions; Estimators-parameters;
Sampling distributions; Mean vectors; Discriminant analysis; Principal
components; Cononical correlations; Factor analysis
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278 STATISTIKA 519.534 Kum m Kume, Hitoshi Metode statistik untuk peningkatan mutu Statistical
methods for quality improvement
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279 STATISTIKA 519.534 Thi m Thiessen, Heiner Measuring the real world A Textbook of applied
statistical methods
Chichester: Jhon Wiley
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Statistical-Techniques; Statistics; Magnitudes; Ratios; Percentages; Life
Expect; Time Series; Pereentiles; Forecasting; Regression-Correlations;
Frequency Distributions; Confidence Intervals; Thiessen
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280 STATISTIKA 519.535 Agr c Agresti, Alan Categorical data analysis New York: John Wiley
& Sons, 1990
Categorical; Data Analysis; Agresti; introduction; describing two-way
contingency tables; inference for two-way contingency tables; models for
binary response variables; longlinear models; fitting longlinear and logit
models; building and applying longlinear models; longlinear-logit models for
ordinal variables; multinomial response models; models for matched pairs;
analyzing repeated categorical response data; asymptotic theory for
parametric models; estimation theory for parametric models;
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281 STATISTIKA 519.535 Agr c Agresti, Alan Categorical data analysis 2nd ed New York: John Wiley
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Categorical; Data Analysis; Agresti; introduction; describing two-way
contingency tables; inference for two-way contingency tables; models for
binary response variables; longlinear models; fitting longlinear and logit
models; building and applying longlinear models; longlinear-logit models for
ordinal variables; multinomial response models; models for matched pairs;
analyzing repeated categorical response data; asymptotic theory for
parametric models; estimation theory for parametric models; Models for
matched pairs; Analyzing repeate categorical response data; random effect,
generalized linear mixed models for categorical response; other mixture
models for categorical data; asymptotic theory for parametric models;
alternative estimation theory for parametric models; historical tour of
categorical data analysis;
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282 STATISTIKA 519.535 Agr i Agresti, Alan An Introduction to categorical data analysis, 2nd
ed.
New York; John Wiley
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categorical response data; probability distributions; statistical; binomial;
discrete data; statistical inference; likelihood-ratio; small sample; binomial
proportion; odds ratio; comparing proportions; chi-squared tests; ordinal
data; linear trend; relative risk; multinomial sampling; generalized linear
models; random component; systematic; logistic regression model; binary
regression; cumulative distribution; model checking; generalized linear
models; logistic regression; smoothing a binary; linear
approximation;inference for logistic regression; parameter estimations;
multiple logistic regression; summarizing effects; building; multicategory
logit models; conditional logistic; loglinear models; matched pairs; analyzing
rater agreement; modeling correlated; marginal modeling; random effects;
generalized linear mixed models
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283 STATISTIKA 519.535 And i Anderson, T.W. An Introduction to mathematics statistical analysis New Delhi: Wiley
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284 STATISTIKA 519.535 Bar l Bartholomew, David Latent Variable Models and Factor Analysis : a
unified approach 3rd ed
Willey, 2011 The general liaer latent variable model; the normal linear factor model;
binary data latent trait models; polytomous data latent trait models; latent
class models; models and methods for manifest variables of moxed type;
relationship between latent variables; related techniques for investigating
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285 STATISTIKA 519.535 Bol l Bollen, Kenneth A Latent Curve Models : a structural equation
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Willey Interscience,
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286 STATISTIKA 519.535 Cha a Chap T. Le Applied categorical data analysis New York: John Wiley
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introduction; two-way contingency tables; loglinear models; logistic
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methods for count data; transition from categorical to survival data;
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287 STATISTIKA 519.535 Cha s Chao, Lincoln L. Statistics methods and analysis New York: McGraw-Hill
Book Company, 1969
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288 STATISTIKA 519.535 Cox m Cox, Trevor F. Multidimensional scaling, 2nd ed. Boca Raton: Chapman
& Hall/CRC, 2001
introducion; metric multideminsional scaling; nonmetric multidimensional
scaling; further aspects of multidimensional scaling; procrustes analysis;
monkeys, whisky, and other applications; biplots; unfolding;
correspondence analysis; individual differences models; alscal, smacof, and
gifi; further m-mode, n-way models; appendix: computer programs for
multidimensional scaling;
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289 STATISTIKA 519.535 Dil m Dillon, William R. Multivariate analysis Methods and applications New York: John Wiley
& Sons, 1984
Multivariable Analysis; Methods; Dillton; Goldstein; selected aspects of
multivariate analysis; principal components analysis; factor analysis;
multidimensional scaling; cluster analysis; multiple regression; some
practical considerations: data analysis problems; cross-classified frequency
data; canonical correlation analysis; discriminant analysis: the two-group
problem; multiple discriminant analysis and related topics; linear structural
relations; latent srtucture analysis;
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290 STATISTIKA 519.535 Eri u Erickson, Bonnie H. Understanding data Toronto: McGraw-Hill
Ryerson, 1977
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291 STATISTIKA 519.535 Eve i Everitt, Brian An Introduction to Applied Multivariate Analysis
with R
Springer, 2011 multivariate data and multivariate analysis; looking at multivariate data
visualisation; principal components analysis; multidimensional scaling;
exploratory factor analysis; cluster analysis; confirmatory factor analysis
and structural equation models; the analysis of repeated measures data
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292 STATISTIKA 519.535 Eve c Everitt, Brian Cluster Analysis 5th ed Wlley, 2011 Introduction to classification and clustering; detecting clusters graphically;
measurement of proximity; hierarchical clustering; optimization clustering
techniques; finite mixture densities as models for cluster analysis; model
based cluster analysis for structurared data; miscellaneous clustering
methods; some final comments and guidelines
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293 STATISTIKA 519.535 Fie t Fienberg, Stephen E. The analysis of cross-classified categorical data,
2nd ed.
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MIT Press, 1980
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294 STATISTIKA 519.535 Gna m Gnanadesikan, R. Methods for statistical data analysis of multivariate
observations, 2nd
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Methods; Statistical Data Analysis; Multivariate Observations;
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295 STATISTIKA 519.535 GOW b Gower, J.C. Hand,D.J. Biplots Monographs on statistics and applied
probability 54
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Principal components analysis; Other linear biplots; Multiple corepondence
analysis; Cononical biplots; Nonlinear biplots; Generalized biplots;
Biadditive analysis; Relationships
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296 STATISTIKA 519.535 Gre t Greenacre;Michael J. Theory and applications of corresponcence
analysis
London: Academic
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297 STATISTIKA 519,535 Hus e Husson, Francois Exploratory Multivariate Analysis by Example
Using R : computer science and data analysis
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298 STATISTIKA 519.535 Jae s Jaech, John L. Statistical analysis of measurement errors New York: John Wiley
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299 STATISTIKA 519.535 Joh a Johnson, Dallas E. Applied multivariate methods for data analysis Pacific Groove, CA:
Duxburry Press, 1998
Applied Multivariate; Data Analysis; Johnson; applied multivaria methods;
sample correlations; multivariate data plots; eigenvalues and eigenvectors;
principal components analysis; factor analysis; discriminant analysis;
logistic regression methods; cluster analysis; mean vectors and variance-
covariance matrices; multivarite analysis of varince; prediction models and
multivariate regression;
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300 STATISTIKA 519.535 Joh a Johnson, Richard A. Applied multivariate statistical analysis, 4th Upper Saddle River,
NJ: Prentice-Hall, 1998
Multivariate; Statistical-analysis; Johnson; multivairate analysis; matrix
algebra; random vectors; sample geometry; random sampling; multivariate
normal distribution; inferences; mean vector; several multivariate menas;
principal components; factor analysis; inference; canonical correlation
analysis; discrimination; classification; clustering; distance methods;
ordination
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301 STATISTIKA 519.535 Kal s Kalbfleisch, Jhon D The Statistical Analysis of Failure Time Dta Willey Intersciens,
2002
Failure time models; inference in parametric models and realted topics;
relative risk (cox) regression models; counting process and asymptotic
theory; likelihood construction and futher result; rank and the accelerated
failure time model; computing risk and multistate models; modeling and
analysis of recurrent event data; analysis of correlated failure time data;
additional failure time data topics
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302 STATISTIKA 519.535 Kau f Kaufman, Leonard Finding groups in data an Introduction to cluster
analysis
New York: John Wiley
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303 STATISTIKA 519.535 Kut a Kutner, Michael H Applied Linear Statistical models, 5th ed. Boston, McgrawHill,
2005
simple linear regression; linear regression with one predictor variable;
inferences in regression and correlation analysis; diagnostics and remedial
measures; simultaneous inferences and other topics in regression analysis;
matrix approach to simple linear regression analysis; multiple linear
regression; multiple regression II; regression models for quantitative and
qualitative predictors; building the regression model I model selection and
validation; building the regression model I diagnostics; remedial measures;
nonlinear regression ; intriduction to nonlinear regression and neural
network; logistic regression poisson regression and generalized linear
models; design and analysis of single factor studies; analysis of factor level
means; anova diagnostics and remedial measures; multifactor studies;
randomized complete block design; analysis of covariance; nested designe
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304 STATISTIKA 519.535 Leo a Leonard, Thomas A course in categorical data analysis London: Chapman &
Hall, 2000
special software; sampling distributions; two-by-contingency tables;
simpsons paradox and tables; the madison drug and alcohol abuse study;
goodmans full-rank interaction analysis; further example and extensions;
conditional indenpendence models for two-way tables; logistic regression;
further regression models; final topics;
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305 STATISTIKA 519.535 Llo s Lloyd, Chris J. Statistical analysis of categorical data New York: John Wiley
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the tools of statistical inference; distribution theory for count data; binary
contingency tables; binomial regression models; smoothing binomial data;
poisson regression models; conditional inference;
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306 STATISTIKA 519.535 Mcl d McLachlan, Geoffrey J. Discriminant analysis and statistical pattern
recognition
New York: Jhon Wiley
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Pattern Perception; Logistic Discrimination; Nonparametric Discriminant;
Estimation; Statistica; Image Analysis; Mclachlan; Statistical Pattern
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307 STATISTIKA 519.535 Mul edited, Joseph F. Hair Multivariate Data Analysis, 5th ed. Upper Saddle River,Nj:
Prentice Hall, 1998
Multivariate; Data Analysis; Hair; introduction; examining your data; factor
analysis; dependence techniques; multiple regression analysis; advanced
diagnostics for multiple regression analysis; multiple discriminant analysis
and logistic regression; multivariate analysis of variance; conjoint analysis;
canonical correlation analysis; interdenpendence techniques; cluster
analysis; multidimensional scaling; advanced and emerging techniquers;
structural equation modeling; a mathematical representation in lisrel
notation; overall goodness-of-fit-measures for structural equation modeling;
emerging techniques in multivariate analysis;
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308 STATISTIKA 519.535 Mul edited, Hair, Joseph F Multivariate data analysis, 6th ed. New Jersey: Prentice
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309 STATISTIKA 519.535 Mul edited, Hair, Joseph F Multivariate data analysis, 7th ed. Pearson, 2014 M/08051, M/08106,
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310 STATISTIKA 519.535 Pre a Press, James S Applied Multivariate Analysis : using bayesian and
frequentist methods of inference 2nd ed
Dover, 2005
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311 STATISTIKA 519.535 Rea edited: Laurence
G.Grimm
Reading and understanding more multivariate
statistics
Washington: American
Psychological Ass,
2000
introduction to multivariate statistics; reliability and ganeralizability theory;
item response theory; assessing the validity of measurement; cluster
analysis; Q-technique factor analysis: one variation on the two-mode factor
analysis of variables; structural wquation modeling; ten commandments of
structural equation; canonical correlation analysis; rapeated measures
analysis: ANOVA, MANOVA, and HLM; survival analysis;
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312 STATISTIKA 519.535 Ren m Rencher, Alvin C. Multivariate statistical inference and applications New York: John Wiley
& Sons, 1998
Random Vectors; Matrics; Multivariate-Regression; Canonical Correlation;
Statistical-Inference; Rencher; some properties of random vectors and
matrices; the multivariate normal distribution; hotellings tests; multivariate
analysis of variance; discriminant functions for descriptive group separation;
classification of observations into groups; multivariate regression; canonical
correlation; principal component analysis; factor analysis;
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313 STATISTIKA 519.535 Ren m Rencher, Alvin C Methods of Multivariate Analysis,2nd ed. Canada: John wiley &
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Factor analysis; Ligistic regression M/05761, M/06157,
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314 STATISTIKA 519.535 Ren m Rencher, Alvin C Methods of Multivariate Analysis, 3rd ed. Willey, 2012 M/07053, M/07054,
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315 STATISTIKA 519.535 Rey a Reynolds, Henry T. The Analysis of cross-classifications New York: The Free
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316 STATISTIKA 519.535 Sha a Sharma, Subhash Applied multivariate techniques New York: John Wiley
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317 STATISTIKA 519.535 Yam s Yamane, Taro Statistics an introductory analysis, 3rd ed. New York: Harper &
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318 STATISTIKA 519.535 1 Bis d Bishop, Yuonne M.M. Discrete multivariate analysis theory and practice Massachusetts: MIT
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M/02791 (koleksi
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319 STATISTIKA 519.535.1 Gre m Green, Paul E. Mathematical tools for applied multivariate analysis New York: Academic
Press, 1978
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320 STATISTIKA 519.535 1 Jho a Johnson, Richard A. Applied multivariate statistical analysis,2nd ed New Jersey: Prentice-
Hall, 1988
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321 STATISTIKA 519.535.1 Max m Maxwell, A.E. Multivariate analysis in behavioural research London: Chapman &
Hall, 1977
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322 STATISTIKA 519.535.1 Mor m Morrison, Donald F. Multivariate statistical methods London: McGraw-Hill,
1978
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323 STATISTIKA 519.535.1 Sco m Scott, David W. Multivariate density estimation: theory, practice
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324 STATISTIKA 519.535.1 Tuk e Tukey, Jhon W. Exploratory data analysis Massachusetts:
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325 STATISTIKA 519.535' 4 Hor f Horst, Paul Factor analysis of data matrices M/02808 1
326 STATISTIKA 519.536 Bib p Bibby, John Prediction and improved estimation in linear
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327 STATISTIKA 519.536 Bin r Bingham, N.H Regression Linear Models in Statistics Springer, 2010 Linear regression, analysis of variance, multiple regression, multilinear
regression, adding additional covariates and the analysis, Linear
Hypotheses, Model checking and transformation of data, generalised linear
models
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328 STATISTIKA 519.536 Cha r Chatterjee, Samprit Regression analysis by example New York: John Wiley
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329 STATISTIKA 519.536 Chr a Christensen, Ronald Analysis of variance, design and regression
applied statistical methods,
London: Chapman &
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One sample; general theory for testing dan confidence intervals; two
sample problems; one-way analysis of varaince; multiple comparison
methods; simple linear and polynomial regression; the analysis of count
data; basic experimental designs; analysis of covariance; split plots,
repeated measures, random effets, dan subsampling; multiple regression;
regression; regression diagnostics and variable selection; multiple
regressionL matrix formulation; unbalanced; nonlinear regression
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330 STATISTIKA 519.536 Chr l Christensen, Ronald Log linear models and logistic regression, 2nd ed. New York: Springer,
1990
introduction; two-dimensional tables and simple logistic regression; three-
dimensional tables; logistic regression, logit models, nad logistic
discrimination; independence relationships and graphical models; model
selection methods and model evaluation; models for factors with
quantitiative levels; fixed and random zeros; generalezed linear models; the
matrix approach to log-linear models; the matrix approach to llogit models;
maximum likelihood theory for log-linear models; bayesian binomial
regression;
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331 STATISTIKA 519.536 Dob i Dobson, Annette J. An Introduction to generalized linear models London: Chapman &
Hall, 1993
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332 STATISTIKA 519.536 Dra a Draper, Norman Analisis regresi terapan, ed. 2 Jakarta: Gramedia
Pustaka Utama, 1992
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333 STATISTIKA 519.536 Dra a Draper, Norman Analisis regresi terapan, 3rd ed Jhon Willey &Sons,
1998
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334 STATISTIKA 519.536 Edw Edwards, Allen L An introduction to linear regression and correlation San francisco: W.H.
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335 STATISTIKA 519.536 Eze m Ezekiel, Mordecai Methods of correlation and regression analysis
linear and curvilinear
New York: John Wiley
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336 STATISTIKA 519.536 Eye l Eye, Alexander Von Log Linear Modeling : concepts, interpretation, and
application
Wlley, 2013 Basics of hierarchical log linear models; effect in table; goodness of fit;
hierarchical log linear models and odds ratio analysis; computations I basic
log linear modeling; the design matrix approach; parameter interpretation
and significance tests; computation II : design matrices and poison GLM;
nonhierarchical and non standard log linear models; computation III
nonstandard models; sampling schemes and chi square decomposition;
symmetry models; log linear of rater agreement; comparing associations in
subtables homogeneity of associations; logistic regression and logit models;
reduced design; compuation IV additional models
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337 STATISTIKA 519.536 Fre d Frees, Edward W. Data analysis using regression models the
business perspective
Upper Saddle River,
NJ: Prentice-Hall, 1996
Regression using one independent variables; Regression using many
independent variables; Regression using categorical independent variables;
Regression--se;ectinf a model; Stabilizing longitudinal data;
Autocorrelations; Autoregressive models; Forecasting; Time series models;
Communicationg data analysis; Presenting data; Element-matrix algebra
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338 STATISTIKA 519.536 Gel d Gelman, Andrew Data Analysis Using Regression and
Multilevel/Hierarchical Models
Cambridge University M/06611 1
339 STATISTIKA 519.536 Hil n Hilbe, Joseph M Negative Binomial Regression Cambridge University
Press, 2011
Metods of estimation; asessment of count model; poisson regression;
overdispersion; negative binomial regression; alternative varieance
parameterizations; problem with zero counts; consored andtruncated count
models; handling endogeneity and latent class models; bayesian negative
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340 STATISTIKA 519.536 Hoc m Hocking, Ronald R. Methods and applications of linear models
regression and the analysis of variance
New York: John Wiley
& Sons, 1996
Methods-Application; Linear Models; Regression-Analysis; Variance;
Hocking; Introduction linear models; distribution of linear and quadratic
forms; estimatin and inference in simple linear models; simultaneous
inference: tests and confidence intervals; regression models; regression on
fucntions of one variable; transforming the data and miscellaneous topics;
regression pn functions of several variables; collinearity in multiple linear
regression; influential observation in multiple linear regression; polynomial
models and models with qualitative predictors; related topics; analysis of
cariance models; fixed eggects models; sigle-factor classification of means;
two way cross classification; nested factor and general structure; the aov
with balanced data; the ave method; unbalanced data
Q/03825, Q/01521 2
341 STATISTIKA 519.536 Hos a Hosmer, David W. Applied logistic regression,first ed. New York: John Wiley
& Sons, 1989
M/02866, M/05532,
M/05514
3
342 STATISTIKA 519.536 Hos a David W. Hosmer..[et.al] Applied logistic regression, 2nd ed New York: John Wiley
& Sons, 2000
Logistic regression model; Coefficients; Model buiding strategies; Methods-
logistic regression; Assessing; Application-logistic regression; Special
topics
Q/01518, Q/01519,
M/05163
3
343 STATISTIKA 519.536 Hos a Hosmer, David W. Applied logistic regression 3rd ed Willey, 2013 Introduction to the Logistic Regression Model; The Multiple Logistic
Regression Model; Interpretation of the Fitted Logistic Regression Model;
Model-Building Strategies and Methods for Logistic Regression; Assessing
the Fit of the Model; Application of Logistic Regression with Different
Sampling Models ; Logistic Regression for Matched Case-Control Studies;
Logistic Regression Models for Multinomial and Ordinal Outcomes ; Logistic
Regression Models for the Analysis of Correlated Data; Special Topics
M/08162 1
344 STATISTIKA 519.536 Koe q Koenker, Roger Quantile Regression Cambridge University
Press
M/06228 1
345 STATISTIKA 519.536 Mcc g McCullagh, P. Generalized linear models,2nd ed. London: Chapman &
Hal,l 1989
M/02747, M/05764,
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346 STATISTIKA 519.536 Men a Menard, Scott Applied linear statistical models, 4th London: Sage, 2002 Linear regression and logistic regression model; summary statistics for
evaluating the logistic regression model; interpreting the logistic regression
coeffients; introduction to logistic regression diagnostic; polytomous logistic
regression and alternatives tp logistic regression; menard
Q/01520, Q/03823 2
347 STATISTIKA 519.536 Men s Mendenhall, William A Second course in statistics regression analysis,
5th
Englewood Clif, NJ:
Prentice-Hall, 1996
Optional; Regression analysis; Linear regression; Multiple regression;
Model building; Regression pitfalls; Residual analysis; Special topic-
regression; Time series modeling, forecasting; Principles-experimental
design; Analysis-variance;Statistical tables; SAS tutorial; SPSS tutorial
Q/04120, Q/03972,
Q/03824, M/04782,
M/04185, M/03979,
M/02732, M/05510 (3
Koleksi disisihkan
ke gudang)
8
Page 291 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
348 STATISTIKA 519.536 Men s Mendenhall, William A Second course in statistics regression analysis,
7th
Pearson, 2014 Optional; Regression analysis; Linear regression; Multiple regression;
Model building; Regression pitfalls; Residual analysis; Special topic-
regression; Time series modeling, forecasting; Principles-experimental
design; Analysis-variance;Statistical tables; SAS tutorial; SPSS tutorial
M/07174, M/07175,
M/07176, M/07177,
M/07212, M/07213,
M/07214, M/07215
8
349 STATISTIKA 519.536 Mon i Montgomery, Douglas C. Introduction to linear regression analysis, 2nd ed. New York: John wiley
& Sons, 1992
Linear Regression; Regression Analysis; Montgomery; Peck:simple linera
regression and correlation; measures of model adequacy; multiple linear
regression; polynomial regression models; indicator variables; variable
selection; model buiding; multicollinearity; topics in use regression analysis;
validation of regression models
Q/03822, Q/01526,
Q/00370, Q/01218
4
350 STATISTIKA 519.536 Mon i Montgomery, Douglas C. Introduction to linear regression analysis, 3rd ed New York: John Wiley
& Sons, 2001
Simple linear regression; multiple linear regression; model adequacy
checking; transformation and weighting correct model inadequacies;
diagnostics for leverage and influence; polynomial regression models;
indicator variables; variable selection and model building; multicollinearity;
robust regression; introduction nonlienar regression; generalized linear
models; other topics regression analysis; validation of regression models;
mondomery
Q/03826, Q/00394,
M/05814, M/05815,
M/06213, 06214
6
351 STATISTIKA 519.536 Mon i Montgomery, Douglas C. Introduction to linear regression analysis, 5th ed Willey, 2013 Simple linear regression; multiple linear regression; model adequacy
checking; transformation and weighting correct model inadequacies;
diagnostics for leverage and influence; polynomial regression models;
indicator variables; variable selection and model building; multicollinearity;
robust regression; introduction nonlienar regression; generalized linear
models; other topics regression analysis; validation of regression models;
mondomery
M/07050, M/07051,
M/07220, M/07221,
M/07222, M/07223,
M/07224, M/07225,
M/07226, M/07747,
M/07748, M/07750,
M/07787, M/07788
14
352 STATISTIKA 519.536 Mos d Mosteller, Frederick Data analysis and regression a second course in
statistics
Massachusetts:
Addison Wesley, 1977
M/02748 1
353 STATISTIKA 519.536 Ray i Raykov, Tenko Introduction to Psychometric Theory Routledge, 2011 M/07044, M/07267 2
354 STATISTIKA 519.536 Rao l Rao, Radhakhrisna C. Linear statistical inference and it's application New Delhi: Wiley
Eastern Private Ltd,
1973
M/02745 1
355 STATISTIKA 519.536 Seb l Seber, G.A.F Linear Regression Analysis New York: John Wiley
& Sons, 1977
M/05348 1
356 STATISTIKA 519.536 Sug t Sugiarto Tahap awal dan aplikasi analisis regresi Yogyakarta: Andi
Offset, 1992
M/02744 1
357 STATISTIKA 519.536 Tak i Takezawa, Kunio Introduction to Nonparametric Regression John Wiley & Sons M/06137, M/06138,
M/06139, M/06387
4
358 STATISTIKA 519.5 Tak l Takezawa, Kunio Learning Regression Analysis by Simulation Springer, 2012 M/08127, M/08141 2
359 STATISTIKA 519.536 Wei a Weisberg, Sanford Applied Linear Regression,2nd ed John Wiley & Sons,
1985
M/05566 1
360 STATISTIKA 519.537 Con p Conover, William Jay Practical nonparametrik statistics New York: John Wiley
& Sons, 1971
M/02761, M/02767,
M/02769
3
361 STATISTIKA 519.537 Con p Conover, William Jay Practical nonparametric statistics, 2nd New York: John Wiley
& Sons, 1980
Patricial; Nonparametric; Statictics; probability theory; statistical infernce;
some tests based on the binomial distribution; contingency tables; some
methods based on ranks; statistics of the kolmogorov-smirnov type;
Q/04232, M/02770,
M/02768, M/02833,
M/04890, M/06223,
M/06230, M/06254,
M/07425
9
Page 292 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
362 STATISTIKA 519.537 Dan a Daniel, Wayne W. Applied nonparametric statistics Boston: PWS Kent
Publ.Co, 1990
M/02771 1
363 STATISTIKA 519.537 Dja s Djarwanto Statistik nonparametrik Yogyakarta: FE UGM,
1981
M/02777 1
364 STATISTIKA 519.537 Dja s Djarwanto Statistik nonparametrik: kumpulan soal dan
penyelesaiannya
Yogyakarta: BPFE,
1987
M/02765, M/02762 2
365 STATISTIKA 519.537 Gam a Gamiz, M. Luz Applied Nonparametric Statistic in Reliability Springer, 2011 Lifetime data; smoothing methods for lifitime data; complete samples;
failure rate estimation; asymmetric kernels; bandwith selection; bayesian
bandwidths; model for perfect repair ; grey box approach counting process ;
oerdinary renewal process ; repairable system; nonparametric estimation;
bootstrap approximation; models for minimal repair; non homogenouse;
rocof; poisson process; recurrence data the multiple realize setup; models
for imperfect repair; white box approach the physical environment; system
with multi components; reability of semi markov; system; hazard regression
analysis
M/06725, M/06812 2
366 STATISTIKA 519.537 Gib n Gibbons, Jean
Dickinson
Nonparametric statistical inference Tokyo: McGraw-Hill
Kogakusha, 1971
M/02772 1
367 STATISTIKA 519.537 Leh n Lehman, El Nonparametrics Statistical methods based on
ranks
San Francisco: Holed
Day.Inc., 1975
M/02773 1
368 STATISTIKA 519.537 Mar n Markovich, Natalia Nonparametric Analysis of Univariate Heavy-Tailed
Data : Research and Practice
Jhon Willey & Sons,
2007
Definition and rough detection of tail heaviness ; classical methods of
probability density estimation; Heavy-tailed densy estimation;
transformations and heavy-tailed density estimation; classification and
retransformed densy estimates; estimation of high quantiles; nonparametric
estimation of the hazard rate function; nonparametric estimation of the
renewal function
M/06642 1
369 STATISTIKA 519.537 Mod m Tim Asisten Mk
Statistika Non
Parametrik
Modul Praktikum Statistika Non Parametrik Departemn
Matematika FMIPA UI
M/06756, M/06757 2
370 STATISTIKA 519.537 Sad s Sadyadharma Statistika nonparametrik: teori soal-soal
penyelesaian
Semarang: Satya
Wacana, 1984
M/02763 1
371 STATISTIKA 519.537 Sie n Siegel, Sidney Nonparametric statstics for behavioral sciences New York: Mcgraw-Hill
Book Com, 1956
M/02764 1
372 STATISTIKA 519.537 Sie n Siegel, Sidney Nonparametric statistics for the behavioral
sciences,2nd ed.
New york: McGraw-Hill
Book Com., 1988
M/02779, M/03924 1
Koleksi dimasukan
ke gudang
2
373 STATISTIKA 519.537 Sie s Siegel, Sidney Statistik nonparametrik untuk ilmu-ilmu sosial Jakarta: Gramedia
Pustaka Utama, 1985
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374 STATISTIKA 519.537 Spr m Sprent, Peter Metode statistik nonparametrik terapan Jakarta: UI Press,
1991
M/02774, M/02775,
M/02776 1 Koleksi
dimasukan ke
gudang
3
375 STATISTIKA 519.538 Kis c Kish, Leslie Statistical design for research New York: John Wiley
& Sons, 1987
M/02666 1
376 STATISTIKA 519.538 Roc v Rockafellar, R. Tyrrell Variational analysis New York: Springer,
1998
Convexity ; Max-Min; Cones-Cosmic Closure; Set Convergence; Set-Valued
Mapping; Variational Geometry; Epigraphical Limits; Subderivatives-
Subgradients; Lipschitzian Properties; Subdifferential Caclulus; Dualization;
Monotone Mappings; Second-Oder Theory; Measurability; Rockafellar,
Wets
Q/01517 1
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
377 STATISTIKA 519.538 Sah a Sahai, Hardeo The Analysis of Variance: vixed, random and
mixed models
Springer, 2000 M/07978, M/07979,
M/07980
3
378 STATISTIKA 519.538 Sch a Scheffe, Henry The analysis of variance New York: John Wiley
& Sons, 1995
Analysis-Variance; Schffe; point estimation; construction of confidence
ellipsoids and tests in the general case under normal theory; the one-way
layout, multiple comparison; the complete two-three, and higher-way
layouts, partitioning a sum of squares; some imcomplete layouts: latin
qsuares, incomplete blocks, and nested designs; the analysis of
covariance; the analysis of variance in the case of other models; random-
effects models; mixed models; randomization models; the effects of
departures from the underlyng assumptions;
Q/00386, Q/00387 2
379 STATISTIKA 519.538 Sch a Schffe, Henry The Analysis of variance New York: John Wiley
& Sons, 1995
M/02789, M/02787,
Q/00387, Q/00386
4
380 STATISTIKA 519.538 Sea v Searle, Shayle R Variance Components New York: John
Wiley&Sons, 1992
M/05763 1
381 STATISTIKA 519.539 Nas e Nash, Leonard K. Elements of classical and statistical
thermodynamics
Reading, Mass:
Addiosn-Wesley, 1970
M/02673 1
382 STATISTIKA 519.539 Won i Wonnacott, Thomas H. Introduction statistics for business and economics New York Jhon Wiley
& Sons 1972
M/02667 1
383 STATISTIKA 519.539 Yeo s Yeomans, K.A. Statistics for the social scientist: introducting
statistics, vol 1
Bristol Wetern Printing
Services Ltd., 1973
M/02671 1
384 STATISTIKA 519.539 Yeo s Yeomans, K.A. Statistics for the social scientist: applied statistics,
vol 2
Bistol Western Printing
Services Ltd. 1973
M/02672 1
385 STATISTIKA 519.54 Ber s Berstein, Stephen Schaum's outlines of theory and problems of
elements of statistics II: inferential statistics
New York: McGraw
Hill, 1999
discrete probability distributions; the normal distribution and other
continuous probability distributions; sampling distributions; one-sample
estimation of the population mean; one-sample esmtimation of the
population variance, rtandard deviation, and proportion; one-sample
hypothesis testing; two-sample estimation and hypothesis testing;
multisample estimation and hypothesis testing; regression and correlation;
nonparametric techniques;
Q/00915 1
386 STATISTIKA 519.54 Bro n Brodsky, B.E. Non-parametric statistical diagnosis problem and
methods
London: Kluwer, 2000 theory; preliminary considerations; state of the art review; retrospective
methods of statistical dignosis for random sequences: change-point
problems; retrospective methods of statistical diagnosis for random
processes: contamination'problems;sequential methods of statistical
diagnosis; statistical diagnosis; statistical diagnosis problems for random
fields; applications; application of the change-point analysii to investigation
of the brain electrical activity; methods of statistical diagnosis in economic
and financial systems;
Q/01132, Q/01133,
Q/00777, Q/01079
4
387 STATISTIKA 519.54 Dav b Davison, A.C. Bootstrap methods and their application New York: Cambridge
University Press, 1997
Bootstrap methods; Statistical analysis; Stratified data; Finite population;
Regression models; Statistical models; Davison; the basic bootstraps;
further ideas; tests; confidence intervals; linear regression; further topic in
regression; complex dependence; improved calculation; semiparametric
likelihood inference; computer implementation
Q/00385, M/05169 2
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
388 STATISTIKA 519.54 Hsu m Hsu, Jason C. Multiple Comparisons theory and methods London: Chapman &
Hall, 1996
Introduction to simulataneous statistical inference; classification of multiple
comparison methods; multiple comparisons with control; multiple
comparison with best; all pairwise comparisons; abuses; misconceptions
multiple comarisons; multiple comparisons; general linear model;
probabilistic inequalities; hsu
Q/00760 1
389 STATISTIKA 519.54 Kee i Keeping, F.S. Introduction to statistical inference New York: Van
Nostrand Rein Hold,
1962
M/02674 1
390 STATISTIKA 519.54 Paw a Pawitan, Yudi In all likelihood Statistical modelling and inference
using likelihood
New York: Clarendon
press, 2001
M/05708, M/05709,
M/05076
3
391 STATISTIKA 519.54 Sar s Sarwoko Statistik Inferensi untuk ekonomi dan bisnis
sarwoko
Yogyakarta: ANDI,
2007
M/05710 1
392 STATISTIKA 519.54 Seo m Soejoeti,Zanzawi Materi Pokok Inferensi Bayesian stat 4437
3sks/modul 1-9
Jakarta: Karunika,
1988
M/05527 1
393 STATISTIKA 519.54 Spr a Sprent P. Applied nonparametric statistical methods, 3rd Boca Raton: CRC
Press, 2001
Introduction nonparametric methods; Centrality inference single samples;
other sigle sample inference; methods paired samples; methods for
independent samples; three more samples; regression; correlation and
concordance; categorical data; association in categorical data; robust
estimation
Q/01049, Q/00380 2
394 STATISTIKA 519,542 Bay Edited : Damien, Paul Bayesian Theory and Applications Oxford Univ. Press,
2013
M/07848, M/07867,
M/08132
3
395 STATISTIKA 519.542 Ber b Bernardo, Jose M. Bayesian Theory New York: John Wiley
& Sons, 2000
probability; bayesian statistical prespective; bayesian theory; bayesian
reading list; beliefs; decision problems; coherence; quantification;
sequential decision problems; discussion; further references; generaliased
options; generalised information measures; discussion; further references;
statistical models; exchangeability; models via exchangeability; pragmatic
aspects; discussion; bayesian paradigm; conjugate analysis; asymptotic
analysis; reference analysis; numerical approximation; bayesian paradigm;
conjugate analysis; asymptotic analysis; reference analysis; numerical
approximations; discussion and futher reference; model comparison; model
rejection; discussion and further references; probability distributions;
inferential processes; alternative approaches; stylised ingerence problems;
comparative issues
Q/00907, Q/01103,
M/06252
3
396 STATISTIKA 519.542 Bol i Bolstad, William M Introduction to bayesian statistics,2nd ed. New York; John Wiley
& Sons, 2007
statistical science; role of statistics; scientific metod; scientific data
gathering; sampling; real population; graphically; measure of location;
measure of spread; display relationships; logic; probability; uncertainty;
discrete random variables; poisson distribution; binomial distribution; joint
random variables; bayesian inference; continuous random; estimating;
comparing bayesian; simple linear regression; robust bayesian methods;
normal mean
M/06370, M/07972,
M/07973, M/07974
4
397 STATISTIKA 519.542 Gho b Ghosh, Malay Bayesian methods for finite population sampling london: Chapman &
Hall, 1997
Bayesian foundations; Noninformatice bayesian approach; Polya posterior;
Empirical bayes estimation; Hierachical bayes estimation
Q/00381, M/05558 2
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
398 STATISTIKA 519,542 Sav b Savchuk, Vladimir Bayesian Theory and Methods with Applications Atlantis Press, 2011 M/07852, M/07929,
M/08048
3
399 STATISTIKA 519.543 Vap n Vapnik,Vladimir N. The nature of statistical learning theory, 2nd New York: Springer,
2000
four periods in the research of the learning problem; setting of the learning
problem; reasoning and comments; consistency of learning processes;
reasoning and comments; bounds on the rate convergence of learning
processes; reasoning and comments; controlling the generalization ability of
learning processes; reasoning and comments; methods of pattern
recognition; reasoning and comments; methods of function estimation;
reasoning and comments; direct methods in statistical learning theory;
reasoning and comments; the vicinal minimization principle and; conclusion;
what is important in learning theory;
Q/00109 1
400 STATISTIKA 519.543 Vap s Vapnik, Vladimir N. Statistical learning theory New York: John Wiley
& Sons, 1998
Problem of introduction and statistical inference; theory of learning and
generalization; approaches to learning problem; methods solving posed
problems; estimating probability measure; problem learning; conditions for
consistency of empirical rish minimization principle; bound on risk indicator
loss functions; structural risk minimization principle; stochastic posed
problems; estimating the value functional of given points; perceptron and
their generalizations; support vector methods; estimating indicator
functions; estimating real valued functions; machines pattern recongnition;
function approximations; rengerssion estimation; signal processing;
necessary; sufficient conditions for uniform convergence of frequencies;
vapnik
Q/00776, Q/01171 2
401 STATISTIKA 519.55 Agu t Agung, I Gusti Ngurah Time series data analysis using EViews Singapore; John Willy
& Sons, 2009
Eviews workfile; Continuous growth models; polynomial growth model;
discontinuous models; seemingly causal models; special cases of
regression models; system estimation methods; instrumental variables
models; nonlinear last squares models; nonparametric estimation methods;
simple linear models; general linear models; multivariate general linear
models
M/06333, M/06697,
M/06702
3
402 STATISTIKA 519.55 And s Anderson, I.W. The statistical analysis of time series New York: Jhon Wiley
& Sons,Inc. 1971
M/02677 1
403 STATISTIKA 519.55 Box t Box, George E.P. Time series analysis forecasting control, 3rd ed. Upper Saddle River,
NJ: Prentice-Hall, 1994
Autocorrelation function-spectrum-stationary processes; Linear stationary
models; Linear stationary models; Linear nonstationary models;
Forecasting; Model identification; Model estimation; Model diagnostic
checking; Seasonal models; Transfer function models; Identification, fitting-
checking-transfer function models; Intervention analysis models-outler
detection; Aspects-process control; Collection-tables-charts; Collection-time
series; Exercises-problems
Q/03974, Q/00379,
Q/00377, Q/00378,
Q/01769
5
404 STATISTIKA 519.55 Box t Box, George E.P. Time Series Analysis Forechasting and Control 5th
ed
Willey, 2016 M/07804, M/08073,
M/08105
3
405 STATISTIKA 519.55 Box t Box, George E.P. Time series analysis forecasting and control San Francisco: Holden
Day, 1970
M/02678 1
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
406 STATISTIKA 519.55 Bri t Brillinger, David R. Time series data analysis New York: Holt,
Rineheart & Winston,
1974
M/02679 1
407 STATISTIKA 519.55 Cha t Chatfield, Chris Time-series forecasting Boca Raton: Chapman
& Hall/CRC, 2000
basic time series analysis; univariate time series modelling; multivariate
forecasting methods; comparative assessment forecasting methods;
calculating interval forecasts; model unicertainty forecast accuracy
Q/00374, M/05769,
M/05767, M/05768
4
408 STATISTIKA 519.55 Cry n Cryer, Jonathan D Times Series Analysis Boston: PWS-KENT,
1985
M/05152, M/05442,
M/05446, M/05536,
M/05560
5
409 STATISTIKA 519.55 Cry n Cryer, Jonathan D Times Series Analysis : with Application R Springer, 2010 Examples of Time Series; A Model-Building Strategy; Time Series Plots in
History; An Overview of the Book; Time Series and Stochastic Processes;
Means, Variances, and Covariances; Stationarity; TRENDS; Deterministic
Versus Stochastic Trends ; Estimation of a Constant Mean; Regression
Methods; Reliability and Efficiency of Regression; Estimates Interpreting
Regression Output; MODELS FOR NONSTATIONARY TIME SERIES;
Stationarity Through Differencing; RIMA Models; Constant Terms in ARIMA
Models; Properties of the Sample Autocorrelation Function; The Partial and
Extended; Autocorrelation Functions; Specification of Some Simulated Time
Series;PARAMETER ESTIMATION; Least Squares Estimation; Maximum;
Likelihood and Unconditional Least Squares; Bootstrapping ARIMA Models;
MODEL DIAGNOSTICS ; Residual Analysis ; Overfitting and Parameter
Redundancy; Minimum Mean Square Error Forecasting ; Forecast Weights
and Exponentially Weighted; SEASONAL MODELS; Seasonal ARIMA
Models; Multiplicative Seasonal ARMA Models; TIME SERIES
REGRESSION MODELS ; Intervention Analysis; Outliers; Spurious
Correlation; Prewhitening and Stochastic Regression; TIME SERIES
MODELS OF HETEROSCEDASTICITY; Some Common Features of
Financial Time Series; Conditions for the Nonnegativity of the
Conditional Variances; INTRODUCTION TO SPECTRAL ANALYSIS; The
Periodogram; The Spectral Representation and Spectral Distribution; The
Spectral Density ; ESTIMATING THE SPECTRUM ; Smoothing the
Spectral Density ; Bias and Variance ; Confidence Intervals for the
Spectrum ; Autoregressive Spectrum Estimation; THRESHOLD MODELS ;
Graphically Exploring Nonlinearity ; Polynomial Models Are Generally
Explosive
M/06947, M/06948,
M/06949, M/06950,
M/06951, M/06952,
M/06953, M/06954
8
410 STATISTIKA 519.55 Ful i Fuller, Wayne A. Introduction to statistical time series, 2nd. ed New York: John Wiley
& Sons,Inc. 1996
Time Series Anlaysis; Regressions Analysis; Fourier-Analysis; Fuller Q/03821 1
411 STATISTIKA 519.55 Hal t Hamilton, James D Time series analysis New Jersey; Princeton
University Press, 1994
Difference equations; lag operators; stationary ARMA processes;
forecasting; infinite number; symmetric matrix; maximum likelihood
estimation; spectral analysis; population spectrum; asymptotic distribution
theory; linear regression models; linear system; simulataneous equations;
convariance-stationary vector processes; vector autoregressions; kalman
filter; bayesian analysis; generalized method of moments; nonstationary
time series; deterministic time treds; multivariate time series; cointegration;
maximum likelihood; heteroskedasticity; modeling time series
M/06362 1
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
412 STATISTIKA 519.55 Har f Harvey, Andrew C. Forecasting, structural time series models and the
Kalman filter
Cambridge,MA:
Cambridge Univ.
Press,
introduction; univariate time series models; state space models and the
kalman filter; estimation, prediction and smoothing for univariate structural
time series models; testing and model selection; extensions of the
univariate model; explanatory variables; multivariate models; continuous
time;
Q/00376, Q/00375 2
413 STATISTIKA 519.55 Har t Harvey, A.C. Time series models New York: Philip Allan,
1981
M/02680 1
414 STATISTIKA 519.55 Kak d Kakiay, Thomas J Dasar teori antrian untuk kehidupan nyata Yogyakarta: ANDI,
2004
M/05404, M/05526 2
415 STATISTIKA 519.55 Ken t Kendall, M.G. Time series London Griffin 1973 [M/02682, M/02681,
M/02683, M/02684]
4
416 STATISTIKA 519.55 Mon i Montgomery, Douglas C Introduction to Time Series Analysis and
Forecasting 2nd ed
Willey, 2015 M/08046, M/08123,
M/08129
2
417 STATISTIKA 519.55 Tan t Tanaka, Katsuo Time Series Analysis : nonstationary and
Noninvertible Distribution Theory
Jhon Willey & Sons,
1996
Motivating examples; stochastic in mean square; functional central limit
theorems; the stochastic process approach; the fredholm approach;
numerical integration; estimation problems in nonstationary autoregressive
models; estimation problems in noninvertible moving average models; unit
root tets in autoregressive models; unit root tets moving average models;
statistical analysis of cointegration
M/07487 1
418 STATISTIKA 519.55 Wei t Wei, William W.S Time series analysis : univariate and multivariate
methods, 2nd ed.
New York: Addison
Wesley, 2006
stochastic processes; estimation of the mean; partial autocovariance;
sample mean; linear differential equations; stationary time series; moving
average; nonstationary time series models; variance stabilizing
transformations; forecasting; model identification; parameter estimation;
diagnostic checking; seasonal time series; testing for a unit root; regression
method; fourier analysis; intervention analysis; outlier detection; spectral
theory of stationary processes; transfer function models; estimation of the
spectrum; time series regression; GARCH models; Vector time series
models; More on vector time series; state space models and the kalman
filter; long memory and nonlinear processes; aggregration; systematic
sampling in time series; Wei, William W.S
M/06466 1
419 STATISTIKA 519.56 Pes m Pesarin, Fortunato Multivariate Permutation tests with application in
biostatistics
Chichester: John Wiley
& Sons, 2001
notation and abbreviations; introduction; discussion of asimple testing
problem; theory of permutation tests for one-sample problems; examples of
univariate multi-sample problems; theory of permutation tests for multi-
sample problems; nonparametric combination methodology; examples of
nonparametric combination; permutation analysis in factorial dsigns;
permutation testing with missing data; the behrens-fisher permutation
problem; permutation testing for repeated measurements; further
applications;
Q/01082 1
420 STATISTIKA 658.562 Bur s Burr, Irving W Statistical Quality Control Methods New York: Marcel
Dekker, 1976
Syatistical background; Control charts-general; Control charts-
mesurements; Charts-atributes;Sequential analysis; Acceptance sampling-
measurements; Statistical-combinations; Tolerances-mating parts;
frequency distributions
Q/01233, M/05020 2
421 STATISTIKA 658.562 Mon p Montgomery, Douglas C Pengantar pengendalian kualitas statistik Yogyakarta: Gadjah
Mada, 1990
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422 STATISTIKA 519.9 Spi s Spiegel, Murray Schaum Outlines Complex Variables 2nd ed. McGraw Hill, 2008 M/06518, M/06519,
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4
423 STATISTIKA 570.151.95 All s Beckerman, Andrew Getting Started with R : an intoduction for biologist Oxford, 2012 R; import explore graph; doing your statistics in R; final comments and
encouragement
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424 STATISTIKA 570.151.95 Col m Collet, David Modeling Survival Data in Medical Research 2nd
ed
Chapman & Hall, 2003 M/07981, M/07982,
M/07983
3
425 STATISTIKA 570.151.95 Hel s Helsel, Dennis R Statistics for Censored Environmental Data Using
Minitab and R
Willey, 2012 The people do with censored data that are just wrong; three approaches for
censored data; reporting limits; reporting, storing, and using censored data;
plotting censored data; computing summary statistics and totals; computing
interval estimates; what can be done when all data are below the reporting
limit; comparing two groups; comparing three or more groups; correlation;
regression and trends; multivariate methods for censored data; the nada for
R software
M/07335, M/07336 2
426 STATISTIKA 570.151.95 Kle s Klein, John P. Survival analysis techniques for censored and
truncated data
New York: Springer,
1997
survival data; basic quantities and models; censoring and truncation;
nonparametric estimation of basic quantities for right censored and left
truncated data; estimation of basic quantities for other sampling schemes;
topic in univariate estimation; hypothesis testing; semiparametric
proportional hazards regression with fixed covariates; refinements of the
semiparametric proportional hazards model; additive hazards regression
models; regresion diagnostics; inference for parametric regression models;
multivariate survival analysis; numerical techniques for maximization; large
sample test based on likelihood theory
Q/03858, M/00357,
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427 STATISTIKA 570.151.95 Kle s Kleinbaum, David G Survival analysis : a self - learning text,2nd ed New York: Springer,
2005
M/05099, M/06210,
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4
428 STATISTIKA 570.151.95 Kle s Kleinbaum, David G Survival analysis : a self - learning text, 3rd ed Springer, 2012 Introduction to survival analysis; kaplan meier survival curves and the log
rank test; the cox proportional hazards model and its characteristics;
evaluating the propotional hazards asumtion; the stratified cox procedure;
extension of the propotional hazards model for time dependent variables;
parametric survival models; recurrent event survival analysis; competing
risk survival analysis; design issues randonized trials; computer appendix
survival analysis on the computer
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9
429 STATISTIKA 570.151.95 Lee s Lee, Elisa T Statistical Methods for Survival Data Analysis 4th
ed
Willey, 2013 example survival data; nonparametric methods of estimating survival
functions; nonparametric methods for comparing survival distributions;
some well known parametric survival distributions and their applications;
estimation procedures for parametric survival distributions without
covariates; tests of goodness of fot and distribution selection; parametric
methods for comparing two survival distributions; parametric metohds for
regression model fitting and identification of prognostic factor; identification
of risk factors related to survival time cox proportional hazards model;
identification of prognostic factors related to survival time non propotional
hazard models; identification of risk factor related to dichotomous and
polychotomous outcomes
M/07350, M/07351 2
430 STATISTIKA 570.151.95 Lon s London, Dick Survival models and their estimation Winsted: ACTEX
Publisher, 1987
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431 STATISTIKA 570.151'95 Qui e Quinn, Gerry P. Experimental design and data analysis for
biologists
New York: Cambridge,
2002
scientific method;experiments and other test; data, observations, variables;
probability; probability distributions; estimation; samples and populations;
common parameters amd statostocs; stamdar errprs and confidence
intervals for the mean; methods for estimating parameters; resampling
methods for estimation; bayesian inference estimation; hypothesis testing;
statistical hypothesis testing; decision errors; other testing methods;
multiple testing; combining results from statistical tests; critique of statistical
hypothesis testing; bayesian hypothesis testing; graphical exploration of
data; exploratory data analysis; analysis with graphs; transforming data;
standardizations; outliers; censored and missing data; general issues and
hints for analysis; correlation and regression; correlation analysis; linear
models; linear regression analysis; relationship between regression and
correlation; smoothing; [pwe tests in correlation and regression; multiple
and complex regression; multiple and complex regression; multiple linear
regression analysis; regression trees; structural equation modeling;
nonlinear models; general issues; design and power analysis; sampling;
experimental design; power analysis; general issue and hints for analysis;
Q/01059, Q/00970 2
432 STATISTIKA 570.151.95 Xia s Xian Liu Survival Analysis : models and applications Willey, 2012 Descriptive approaches of survival analysis; some popular survival
distribution functions; parametric regression models of survival analysis; the
cox proportional hazard regression model and advances; counting
processes and diagnostics of the cox model; competing risks models and
repeated events; structural hazard rate regression models; special topics
M/07333, M/07334 2
433 STATISTIKA 574.015195 Man r Manly, Bryan F.J. Randomization, bootstrap and monte carlo
methods in biology, 2nd
London Chapman &
Hall 1997
Randomization; Jackknife; Bootstrap; Monte carlo methods; Some general
considerations; Analysis-variance; Regresssion analysis; Distance
metrices; Spatial data; Other analyses-spatial data; Time series;
Multivariate data; Survival; Growth data; Non-standard situations; Bayesian
methods; Conslusion; Final comments
Q/00310 Koleksi
Disisihkan ke Gudang
1
434 STATISTIKA 657.45 Guy a Guy, Dan M. Audit sampling an introduction , 5th New York: John Wiley
& Sons, 2002
audit sampling; selecting a representative sample; atribute sampling; using
variable sampling for accounting estimation; using variable sampling for
audit hypothesis testing; probability proportional to size sampling;
nonstatistical audit sampling; guy
Q/01119 1
435 STATISTIKA 658.4'03. 015 Eva s Evans, James R. Statistics, data analysis and decision modeling Upper Saddle
River,NJ: Prentice
Hall, 1999
Data and business decisions; displaying and summarizing data; random
variables and probability distributions; sampling statistical analysis for
decision making; statistical quality control; statistical quality control;
regression; forecasting; selection modes and risk analysis; introduction to
optimizations; evans
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ke Gudang]
2
436 STATISTIKA 658.5 Cha p Chase, Richard B. Production and Operations Management
manufacturing and services, 7th ed
Chicago: IRWIN, 1995 introduction to the field; operations strategy and competitiveness; product
design and process selection; product design and process selection
manufacturing; technology management; product design and proces
selection services; waiting line management; total quality management;
statistical quality control methods; design pf fasilities and jobs; ; just in time
production systems; forecasting; strategic capacity planning; linear
programming; fasility location; facility layout; job design, work measurement
and learning curves; startup of the system; project planning and control; the
system in steady state; aggregate planning; inventory systems; operations
scheduling; simulation; materials management and purchasing; improving
the system; business process reengineering; synchronous manufacturing
Q/00831, Q/00947 [1
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2
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
437 STATISTIKA 658.5 Kol c Kolarik, William J. Creating Quality process design for results Boston: McGraw Hill,
1999
production system and process performance; productio systems - the
basics; systems thingking - concepts and development; process
fundamentals; process characterization, exploration, and response
modeling; process characterization; process exploration; process response
modeling; process definition/redefinition - output perspectives; process
definition/redefinition - transformation and input perspectives; process
control; process control - concepts and options; process monitoring -
variables control charts for grouped measurements; process monitoring -
variable control charts for individual measurements and related topics;
atributes control charts for classification measurements; nontraditional spc
concepts and models; process adjustment - introduction to automatic
process control, conventional models; introduction to automatic proces
control unconventional models; process analysis and improvement; process
improvement - analysis and implementation perspectives; proces based
transformation, initiatives, and tools; process compatible initiatives; process
compatible tools; process cases descriptions and data
Q/01139 1
438 STATISTIKA 658.501 5 Lei p Leitnaker, Mary G. The Power of statistical thinking improving
industrial processes
Reading, MA: Addison-
Wesley, 1996
Power; Statistical; Improving Industrial Processes; Leitnaker; Hill;
international to use of statistical methods in strategic organizational
improvement; tools for process study; control charts for attributes data;
sampling and subgrouping principles; subgrouping and components of
cariation; measurement processesthe role of design experiments in process
management; probability models;
Q/02307 1
439 STATISTIKA 658.562 Ban p Banks, Jerry Principles of quality control New York: John Wiley
& Sons, 1989
Principles; Cuality Control; Banks; Management-Quality; Probability Model;
Descriptive Statistics; Descriptive Sampling; Descriptive Inference; Control
Chart Principles; Control Charts; Special Process Control Procedures;
Specifications-Tolerances; Fundamental Concepts; Acceptance Sampling;
Special Attribute Sampling Procedures; Graphic Methods; Computers-
Quality Control; Reliability Prediction; Life Testing
Q/01377, Q/00594 2
440 STATISTIKA 658.562 Box b Tiao, George C...[et.al] Box on Quality and Discovery with Design, Control,
and Robustness real analysis
New York: John Wiley
& Sons, 2000
good quality costs less; when murphy speaks; changing management policy
to improve quality and probabaility; design of experiments for quality;
interaction matter; teaching engineers experrimantal design; sequential
experimantation and sequential assembly of design; sequential
investigation and discovery; control; variance reduction and robustness;
songs
Q/01089, Q/01184 [1
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ke Gudang]
2
441 STATISTIKA 658.562 Dev s Devor, Richard E Statistical Quality Design and Control :
contemporary concepts and methods
Macmlan Pubs.
Company, NY
M/06617 1
442 STATISTIKA 658.562 Gra s Grant, Eugene L. Statistical quality control,3rd ed. [s.n] McGraw-Hill Book
Company, 1964
M/02920 1
443 STATISTIKA 658.562 Gra s Grant, Eugene L. Statistical quality control,5th ed Tokyo: McGraw-Hill
Int.,Book Com. 1980
M/03954 1
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444 STATISTIKA 658.562 Gra s Grant, Eugene L. Statistical quality control, 7th ed. Boston: McGraw-Hill,
1996
Statistical Quality Control; Grant; Leavenworth; statistical process control;
directions for simple x and r charts; why the control chart works some
statistical concepts; why the control chart works; some examples; some
fundamentals of the theory of probability; th control chart for fraction
rejected; the control chart for nonconformities; rational subgrouping;
statistical analysis of process capability and for process improvement;
some special process control procedures; scientific sampling; some
dundamental concepts in scientific sampling; an aql systems for lot by lot
acceptance sampling by attributes; other procedures gor acceptance
sampling by atributes; systems gor acceptance sampling for continuous
production; systems for acceptance sampling by variables; some aspects of
life testingand reliability; some related topics; some economic aspects of
quality decisions; some significant events in the development of statistical
qualtiy control; demonstrating the operation if systems of chance causes
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6
445 STATISTIKA 658.562 Gra s Grant, Eugene L. Statistical quality control, 4th ed. Tokyo: McGrw-Hill
Kogakusha,1972
M/02921 1
446 STATISTIKA 658.562 Jur q Juran, J.M. Quality planning and anlaysis from product
development through use, 3rd
New York: McGraw-
Hill, 1993
Quality Planning-Analysis; Product Development; Juran; Gryna; Basic
Concepts; Companywide Assessment-Quality; basic concepts;
companywide assessment of quality; quality improvement and cost
reduction; quality planning and sales income; control of quality; strategic
quality management; organization for quality; developing a quality culture;
basic probability concepts; statistical tools for analyzing data; understanding
customerneeds; designing for quality; designing for quality statistical tools;
supplier relations; supplier relations statistical tools; manufacture; statistical
process control; inspection test and measurement; inspection and test
sampling plans; marketing, field performance, and customer services;
marketing, field performance, and customer service statistical tools;
administrative and supprot operations; quality information systems; quality
assurance
Q/01407 1
447 STATISTIKA 658.562 Kaz s Kazmierski, Thomas J. Statistical problem solving in quality engineering New York: McGraw-
Hill, 1995
Statistical Problem Solving; Pareto ANalysis; Brainstorming Techniques;
Variation-Statistics; Measurement System Analysis; Shewhart Control
Charts; Capability; Variables Control Charts; Multivary Charting; Precontrol
Charts; Attribute Control Charts; Check Sheets; Scatter Plots; Design-
Experiment; Kazmierski
Q/02347 1
448 STATISTIKA 658.562 Mon i Montgomery, Douglas C Introduction to Statistical Quality Control 4th ed Jhon Willey & Sons,
2001
quality improvement in modern bussiness environment; statistical methods
useful in quality improvement; inference about process quality; basic
methods of statistical process control and capability analysis; control chart
for variable; control chart for attributes; process and measurement system
capability analysis; other statistical process monitoring and control
techniques; other univariate statistical process monitoring and control
techniques; multivariate process monitoring and control ; engineering
process control and SPC; process design and improvement with design
expirement; process optimization with design experiments; acceptable
sampling; other acceptable sampling techniques
M/06746, M/06747,
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
449 STATISTIKA 658.562 Mon i Montgomery, Douglas C Introduction to Statistical Quality Control 7th ed Jhon Willey & Sons,
2013
Modern quality management and improvement; meaning of quality and
quality improvement; brief story of quality control and improvement;
statistical methods for quality control; management aspect of quality
control; the DMAIC problem solving process; the define step; measure step;
analyze step; improve step; control step; statistical methods useful in quality
control and improvement; stem and leaf plot; histogram; numerical
summary of data; the box plot; probability distributions; important discrete
distributions hypergeometric distributions; binomial distribution; poisson
distribution; the negative binomial and geometric distributions; important
continous distribution; normal distribution; lognormal distribution;
exponential distribution; gamma distribution; weibull distribution; probability
plots; statistical infererence in quality control and improvement; statistics
and sampling distribution; point estimation of process parameters;basic
methods of statistical process control and capability analysis; variables;
process compatible initiatives; process compatible tools; process cases
descriptions and dataStochastic Regression; TIME SERIES MODELS OF
HETEROSCEDASTICITY; Some Common Features of Financial Time
Series; Conditions for the Nonnegativity of the
Conditional Variances; INTRODUCTION TO SPECTRAL ANALYSIS; The
Periodogram; The Spectral Representation and Spectral Distribution; The
Spectral Density ; ESTIMATING THE SPECTRUM ; Smoothing the
Spectral Density ; Bias and Variance ; Confidence Intervals for
M/06864, M/06879,
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6
450 STATISTIKA 658.562 Pea t Peace, Glen stuart Taguchi methods: a hands-on approach New York: Addison
wesley, 1993
conceptual background; forming the experimentation team; measurement
considerations; selecting the independent variables; experimental strategy;
orthogonal arrays; degress of freedom; linear graphs; hte outer array;
removing experimental bias; test plan development; preparing the
experiment; conducting the experiment; level average analysis; classified
attribute analysis; analysis smaller the better; analysis large the better;
analysis nominal the best; analysis dynamic characteristics; special design
techniques; multiple characteristic; missing and infeasible data
Q/02346 1
451 STATISTIKA 658.562 Roy d Roy, Ranjit K. Design of experiments using the taguchi approach
16 steps to product and process improvement
New York: John Wiley
& Sons, 2001
design of experiments and the taguchi approach; definition and
measurement of quality; common experiments and methods of analysis;
experimental design using orthogonal arrays; experimental design with two
level factor only; experimental design with three and four level factor;
analysis of variance; experimental design for studying factor interaction;
experimental design with mixed level factor; combination design; strategies
for robust design; analysis using signal to noise rations; results comprising
multiple criteria of evaluations; quantification of variation reduction and
performance improvement; effective experiment preparation and planning;
case studies;
Q/01081, Q/01131 [1
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2
452 STATISTIKA 658.562 Sch a Schilling, Edward G. Acceptance sampling in quality control New York: Marcel
Dekker, 1982
Probability; Operating characteristic curve; Probability functions; Concepts;
Terminology; Single sampling-attributes; Squential sampling; Variables
sampling; Bulk sampling; Sampling-variables; Schemes; Special
plans;Administration-acceptance sampling; Reliability sampling
Q/00158 1
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
453 STATISTIKA 658.562 Smi s Smith, Gerald Statistical process control and quality
improvement, 2nd ed.
Neew Jersey: Prentice
Hall, 1995
introduction to statistical proces control; striving for quality: management's
problem and management's solution; introduction to variation and statistics;
introduction to the control chart concept; the normal probability distribution;
variable control charts; variable charts for limited data; atrributes control
charts; interpreting control charts; problems solving; gauge capability;
acceptance sampling; mathematics and statistics
Q/02345, M/05022 2
454 STATISTIKA 658.564 Fuc m Fuchs, Camil Multivariate quality control theory and applications New York: Marcel
Dekker, 1998
quality control with multivariate data; the multivariate normal distribution in
quality control; quality control with externally assigned targets; quality
control with target from a reference sample; analyzing data with multivariate
control charts; detection of out of control characteristics; the statistical
tolerance regions approach; multivariate quality control with units in
batches; applications of principal components; additional graphical
techniques for multivariate quality control; implementing multivariate quality
control
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M/05611, M/05624
4
1 STATISTIKA
TERAPAN
004.028 5 San s Santoso, Singgih Statistik Diskriptif konsep dan aplikasi dengan
microsoft excel dan SPSS
Yogyakarta: ANDI,
2003
M/05145 1
2 STATISTIKA
TERAPAN
004.028.5 Ari a Arifin,Johar Aplikasi Excel Dalam Statistik Dan Riset terapan Jakarta: Elex Media
Komputindo, 2006
M/05712 1
3 STATISTIKA
TERAPAN
004.028.5 San s Santoso, Singgih Soal-Jawab statistik dengan SPSS dan Excel Jakarta; Gramedia,
2007
Statistik; sampling; chi-square; korelasi regresi; data; tabel M/06326 1
4 STATISTIKA
TERAPAN
004.028'5 Hen s Trihendradi, Cornelius Statistik Six Sigma Dengan Minitab panduan
cerdas inisiatif kualitas
Yogyakarta ANDI 2006 M/05778 1
5 STATISTIKA
TERAPAN
004.3 Hay s Hayes, Monson H. Statistical digital signal processing and modeling New York: John Wiley
& Sons 1996
Signal Processing; Statistical-Digital; Discrete-Time; Random Processes;
Signal Modeling; Levinson Recursion; Lathce Fields; Adaptive Filters;
Spectrum Estimation; Matlab Programs; Hayes
Q/01391, M/07195 2
6 STATISTIKA
TERAPAN
005 Ell l Elliott, Rebecca J. Learning SAS in the computer lab, 2nd ed Pacific Grove, CA:
Duxbury Press 2000
Learning SAS; Computer Lab; Elliott; Basics; More SAS Basics; Data
Management; SAS Functions; Descriptive Statistics; Generating Random
Observations; Plots; Correlations; Model Checking; Linear Regression;
Model Checking-Regression; Multiple Linear Regression; Multiple
Regression; Statistics Two-Way Tables; Nonparametric Tests; Analysis-
Covariance; Logistic Regression; Data Sets
Q/00229, Q/00228 2
7 STATISTIKA
TERAPAN
005.3 Kir s Kirkpatrick, Lee A. A Simple guide to SPSS for windows for version
8.0
London Brooks/Cole
1999
SPSS-Windows; Simple guide; Kirkpatrick; Freeney; Entering Data-Naming
Variables; Specifying Analyses Using-Syntax Method; Viewing-Manipulating
Output; Frequency Distributions-Descriptive-Statistics; Anova; Cerrelations;
Simple Regression; Multiple Regression; Shi-Square Test
Q/00029, Q/02462 2
8 STATISTIKA
TERAPAN
005.3 Nor s Norusis, Marija J. SPSS introduction guide basic statistics and
operations
[s.n] SPSS Systems
Science, 1969
M/02235 1
9 STATISTIKA
TERAPAN
005.3 Sas SAS language and procedures, first edition USA: SAS institute
Inc, 1989
M/02374 1
10 STATISTIKA
TERAPAN
005.368 4 Pel d Pelosi, Marilyn K. Doing statistics with excel 97 software instruction
and exercise activity supplement
New York John Wiley
& Sons 1998
introduction to the workbook; basic of windows; basic in microsoft exel 97;
displaying qualitative data; displaying quantitative data; numerical
descriptors; study of the bionomial distribution; study of the normal
distribution; studi of the central limit theorem; hypothesis tests - one
population; hypothesis tests - two population; testing proportions; chi square
test for independence; linear regression and correlation; pulling it all
together
Q/02447 1
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
11 STATISTIKA
TERAPAN
005.369 Nor s Norusis, Marija J. SPSS 8.0 guide to data analysis Upper Saddle River,NJ
Prentice Hall 1998
introductory tour: spss to windows; counting responses; computing
descriptive statistics; comparing groups; looking at distributions; counting
responses for combinations of variables; plotting data; evaluating results
from samples; normal distribution; testing a hypothesis about a single
mean; testing a hypothesis about two related means; testing a hypothesis
about two independent means; one way analysis of variance; two way
analysis of variance; comparing observed and expected counts;
nonparametric tests; measuring association; linear regression and
correlation; resting regression hypotheses; analyzing residuals; building
multiple regression models; multiple regression diagnostics
Q/00446 Tidak Ada 1
12 STATISTIKA
TERAPAN
304.607.2 Pre d Preston, Samuel H. Demography measuring and Modeling population
Processes
Massachusetts:
Blackwell, 2001
basic concepts and measures; age specific rates and probabilities; life table
and single decrement processes; multiple decrement processes; fertility
and reproduction; population projection; stable population model;
demographic relations in nonstable populations; modeling age patterns of
vital evnets; methods for evaluationg data quality; indirect estimation
methods; increment decrement life table
Q/00945 1
13 STATISTIKA
TERAPAN
338.542 Fra t Franses, Philip Hans Time series models for business and economic
forecasting
New York: Cambridge
University press, 1999
Key Feature-Economic Time Series Analysis; Trends; Seasonality; Aberrant
Observations; Conditional Heteroskedasticity; Non-Linearity; Multivariate
Time Series; Comman Features; Franses
Q/01771 1
14 STATISTIKA
TERAPAN
338.544 2 Gay i Gaynor, Patricia E. Introduction to time series modeling and
forecasting in business and economics
New York: McGraw-
Hill, 1994
Forecasting; Time-Series Modeling; Busineess-Economics; Gaynor;
Kirkpatrick; TimeSeries Analysis-Forecasting; Describing; Transforming
Data; Modeling Trend Using Regression Analysis; Updating Regression-
Based Trend Models; Decomposition Methods; Updating Seasonal Models;
Exponential Smoothing; Box-Jenkins Methodology-Nonseasonal Models;
Seasonal Models; Causal Model; Combing Forecasting
Q/00523, M/05632,
M/05633
3
15 STATISTIKA
TERAPAN
338.544 2 Han b Hanke, John E. Business forecasting, 6th ed Upper Saddle River,
NJ : Prentice-Hall,
1998
introduction to forecasting; basic statistical concepts; data sources;
exploring data pattnerns and shoosing; moving averages and smoothing
methods; regression analysis; multiple regression; time series analysis;
regression of time series data; box jenkins (arima methodology; judgmental
elements in forecasting
Q/00494 1
16 STATISTIKA
TERAPAN
368.81 Car b Carlberg, Conrad Business analysis with microsoft Excel 2002, 2nd
ed
Indiana : Publishing,
2002
financial statements and statement analysis; financial planning and control;
investment decisions; sales and marketing; working with income statement;
balance sheet; valuing inventories for balance sheet; summarizing
transactions; working capital and cash flow analysis; statement analysis;
ration analysis; budgeting and planning cycle; forecasting and projections;
measuring quality; examining a business case: investment; examining
decision criteria for business case analysis; creating a sensitivity analysis
for a business case; fixed assets; reveune recongnition and income
determination; importing business data into excel; analyzing contributions
and margings; pricing and costing
Q/00901, Q/00900 2
17 STATISTIKA
TERAPAN
515.243 3 Wav Wolfgang Hardle ..[et.al] Wavelets, approximation and statistical
applications
Berlin: Springer, 1998 Wavelets; haar basus wavelet system; indea of multiresolution analysis;
some fact from fourier analysis; basuc relations of wavelet theory;
construction of wavelet bases; compactly supported wavelets; wavelets and
approximation; wavelets and besov spaces; statistical estimation using
wavelets; wavelet thresholding
Q/02007, Q/02008,
M/05688
3
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18 STATISTIKA
TERAPAN
515.502 Dan b Wayne W. Daniel Biostatistics: a foundations for analysis in the
health sciences, 6th ed
New York: John Wiley
& Sons, 1995
introduction to biostatistics; descriptive statistics; some basic probability
concepts; probability distributions; some important sampling distributions;
estimation; hypothesis testing; analysis of variance; simple linaer regression
and correlation; multiple regression and correlation; regressionanalysis
some additional techniques; chi square distribution and the analysis of
frequencies; nonparametric and distribution free statistics; vital statistics
Q/04119 1
19 STATISTIKA
TERAPAN
519.024'62 Dev a Devore, Jay Applied Statistics for Engineers and Scientists Boston Duxbury:
Thompson Publis.
1999
data and distributions; numerical summary measures; bivariate and
multivariate data and distributions; obtaining data; probability and sampling
distributions; quality control; estimation and statistical intervals; testing
statistical hypotheses; analysis of variance; inferential methods in
regression and correlation
Q/04024, Q/04025 2
20 STATISTIKA
TERAPAN
519.024'62 Lev a Levine, David M. Applied Statistics for Engineers and Scientists
using Microsoft Excel and Minitab
Upper Saddle River:
Prentice Hall, 2001
introduction to statistics and quality improvement; table and charts;
describing and summarizing data; probability and discrete probability
distributions; continuous probability distributions and sampling distributions;
statistical process control charts I: basic concepts and attributes charts;
statistical process control charts II: variables control charts; estimation
procedures; introduction to hypothesis testing; design of experiments: one
factor and randomized block experiments; designs of experiements:
factorial designs; simple linear regression and correlation; multiple
regression
Q/04695 1
21 STATISTIKA
TERAPAN
519.2 Chi p Childers, Donald G. Probability and random processes using matlab
with applications to continous and discrete time
systems
Chicago: IRWIN, 1997 Probability theory; random variable; Random Processes; correlation and
power spectral density functions by ensemble averaging; ergodicity,
statistics, estimation, and simulation; Random Processes and Linear
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22 STATISTIKA
TERAPAN
519.2 Hin p Hines, William W. Probability and statistics in engineering and
management science, 3rd ed.
New York: John Wiley
& Sons, 1990
introduction and data description; introductin to probability; one dimension
random variables; functions of one random variable and expectation; joint
probability distributions; some important discrete distributions; some
important continuous distributions; normal distribution; random sample and
sampling distributions; parameter estimation; tests of hypotheses; design
and analysis of single factor experiments the analysis of variance; design of
experiments with several factors; simple linear regression and correlation;
multiple regression; nonparametric statistics; statistical quality control and
reliability engineering; stochastic processes and queueing; statistical
decision theory
Q/01128, Q/03892 2
23 STATISTIKA
TERAPAN
519.2 Joh m Johnson, Richard A. Miller & freund's probability and statistics for
engineers, 5th ed.
Upper Saddle River,
NJ : Prentice-Hall,
2000
Treatment of Data;Probability;Distribustion;Densities;Concerning
Means;Sampling;Inferences Concerning Variances;Nonparametric
Tests;Curve Fiting;Analysis of Variance;
Q/04762, Q/01265,
Q/04175, M/04175
4
24 STATISTIKA
TERAPAN
519.2 Joh p Johnson, Richard A Miller & Freunds Probability and Statistics for
engineers, 6th ed.
America Upper:
Saddle River, 2000
Treatment of Data;Probability;Distribustion;Densities;Concerning
Means;Sampling;Inferences Concerning Variances;Nonparametric
Tests;Curve Fiting;Analysis of Variance;
Q/01264, M/05021 1
Buku Tidak Ada
2
25 STATISTIKA
TERAPAN
519.2 Mil i Milton, J.S. Introduction to Probability and Statistics principles
and applications for engineering and the
Computing Sciences, 3rd ed.
New York: McGraw
Hill, 1995
introduction to probability and counting; some probability laws; discrete
distributions; countinuous distributions; joint distribution; descriptive
statistics; estimation; inferences on the mean and variance; of a
distribution; inference of proportions; camparing two means and two
variances; simple linear regression and correlation; multiple linear
regression models; analysis of variance; factorial experiments; categorical
data; statistical quality control;
Q/01588 1
26 STATISTIKA
TERAPAN
519.2 Tri p Trivedi, Kishor
Shridharbhai
Probability and statistics with reability, queving and
computer science application
New Delhi: Prentice-
Hall of Hindia, 1988
M/02716 1
27 STATISTIKA 519.2 Wal i Walpole, Ronald E. Ilmu peluang dan statistika untuk insinyur dan
ilmuwan
Bandung: ITB, 1986 M/02701, M/06545 2
Page 306 of 325
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28 STATISTIKA
TERAPAN
519.2 Wal p Walpole, Ronald E. Probability & Statistics for Engineers & Scientists,
6th ed.
New Jersey: Prentice
Hall, 2002
Engineering; Statistical methods; Probability; data analysis; random
variables; distributions; sample estimation; linear regression; multiple;
nonparametric statistic; quality control
M/05070, Q/01255,
M/05071, M/04791
4
29 STATISTIKA
TERAPAN
519.2 Wal p Walpole, Ronald E. Probability and statistics for engineers and
scientists, 7th ed
Upper Saddle River,
NJ: Prentice-Hall, 2002
introduction to statistics and data analysis; probability; random variables
and probability distributions; mathematical expectation; some discrete
probability distributions; contonuous probability distributions; functions of
random variables; fundamental sampling distributions and data
descriptions; sample estimation problems; sample tests of hypotheses;
simple linear regression and correlation; multiple linear regression and
certain nonlinear regression models; factor experiments; factorial
experiments; factorial experiments and fractions; nonparamentric statistics;
statistical quality control
Q/00677, Q/03967,
M/05068, M/05069
4
30 STATISTIKA
TERAPAN
519.2 Wal p Walpole, Ronald E. Probability and statistics for engineers and
scientists, 9th ed
Pearson, 2012 introduction to statistics and data analysis; probability; random variables
and probability distributions; mathematical expectation; some discrete
probability distributions; some contonuous probability distributions; functions
of random variables; fundamental sampling distributions and data
descriptions; one and two sample estimation problems; one and two
sample tests of hypotheses; simple linear regression and correlation;
multiple linear regression and certain nonlinear regression models; one
factor experiments general; factorial experiments; 2k factorial experiments
and fractions; nonparamentric statistics; statistical quality control; bayesian
statistics
M/06918, M/06919,
M/06969, M/06958,
M/07792, M/07851
6
31 STATISTIKA
TERAPAN
519.2 Wal p Walpole, Ronald E. Probability & Statistics for Engineers & Scientists,
8th ed.
London: Prentice Hall,
2007
introduction to statistics and data analysis; probability; random variables
and probability distributions; mathematical expectation; some discrete
probability distributions; some continuous probability distributions;
contonuous probability distributions; functions of random variables;
fundamental sampling distributionsand data descriptions; One-and two-
sampel estimation problems; one and two sample tests of hypotheses;
simple linear regression and correlation; Multiple linear regression and
certain nonlinear regression models; factor experiments; nonparametric
statistics; statistical quality control; Bayesian Statistics.
M/06257 1
32 STATISTIKA
TERAPAN
519.23 Gne i Gnedenko, B.V. Limits distribution for sums of independent random
variable
Reading Mass. :
Addison-Wesley
Company, 1968
M/02564 1
33 STATISTIKA
TERAPAN
519.4 Bio Richard Durbin ..[et.al] Biological sequence analysis Probabilistic models
of proteins and nucleic adics
Cambridge Cambridge
University Press 1998
Biological; Sequence Analysis; Probabilistic Models; Nucleic Adics; Durbin;
pairwise alignment; morkov chains and hidden markov models; pairwise
alignment using hmms; futher reading; multiple sequence alignment
methods; building phyogenetic trees; probabilistic approaches to phylogeny;
transformation grammars; rna structure analysis; background on probability
Q/01271 1
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34 STATISTIKA
TERAPAN
519.5 Abr s Abranovic, Wynn
Anthony
Statistical thinking and data analysis methods for
managers
Reading,MA: Addison
Wesley, 1997
the kaleideoscopic world of applied statistics; exploring the features of a
single variable; the normal distribution; a mix of tools for business and
economic data; sampling distributions, single sample confidence intervals,
and hypothesis tests; exploring relationships between pairs of variables;
classical methods for summarizing relationships between pairs of variables;
the analysis of categorical (qualitative) variables and tests of goodness of fit
and indenpendence; simple regression analysis and the analysis of
variance; multiple regression analysis; special probability distibutions; some
statistical aspects of quality control experimental designs and the analysis
of variance; classical time series analysis and forecasting; index numbers;
nonparametric methods; decision theory; tables;
Q/01324 1
35 STATISTIKA
TERAPAN
519.5 Ash s Ashenfelter, Orley Statistics and Econometrics methods and
applications
New York: John Wiley
& Sons, 2003
basic probability theory; random variables and probability distributions;
mathematics of expectations; mutivariate distributions; sampling and
sampling distributions; estimation; interval estimation and hypothesis
testing; simple linear regression; inferences in simple linear regression;
multiple regression; extending the multiple regression model; specification
error, multiconllinearity and measurement error; heterosjedasticity and
serial correlation; simultaneous equations; dummy dependent variable
models; analysis of time series data; panel data models; review of
probability and statistics
Q/01161, Q/01160 2
36 STATISTIKA
TERAPAN
519.5 Ber b Berenson, Mark L. Business statistics: A first course New Jersey: Prentice-
Hall, 1998
introduction and data collection; presenting data in tables and charts;
summarizing and describing numerical data; simple linear regression and
corelation; time series forecasting for annual data; basic probability and
discrete probability distributions; estimation; fundamentals of hypothesis
testing; sample tests with numerical data; sample tests with categorical
data; statistical applications in quality and productivity management;
arithmetic and algebra; statistical symbols; greek alphabet; special data
sets
Q/04089 1
37 STATISTIKA
TERAPAN
519.5 bow a Bowermann, Bruce L. Applied statistics Improving business processes Chicago: IRWIN, 1997 Business-Statistics; Regression-Analysis; Experiment Design; Statistical
Process Controll; Metodology; an introductiaon to business statistics;
descriptive statistics; probability and random variables; probability
distributions; sampling distributions; confidence intervals; hypothesis
testing; statistical inferences based on two samples; introduction to quality
improvement; process improvement usin control charts; simple linear
regression analysis; multiple regression; model building and model
diagnostics; time series forecasting; experimental design and analysis of
variance; chi-square tests;
Q/03805 1
38 STATISTIKA
TERAPAN
519.5 Che e Chernoff, Herman Elementary Decision Theory Dover Pubs, 1959 Data Processing; introduction to probability and random variables; utility
and descriptive statisics; uncertainly due to ignorance of the state of nature;
the computations of bayes strategy; introductions to classical statistics;
models; testing hypothesis; estimation and confidence intervals;derivations;
miscellaneous remarks about game theory and utility theory
M/06940 1
39 STATISTIKA
TERAPAN
519.5 Fau s Fauzy,Akhmad Statistik Industri Jakarta: Erlangga,
2008
M/05813 1
40 STATISTIKA
TERAPAN
519.5 Har p Harinaldi Prinsip-prinsip statistik untuk teknik dan sains Jakarta: Erlangga,
2005
M/05812 1
41 STATISTIKA
TERAPAN
519.5 Isa a Isaaks,Edward H. Applied Geostatistics New York: Oxford,
1989
M/05720 1
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42 STATISTIKA
TERAPAN
519.5 Kaz s Kazmier, Leonard J. Schaum's Easy Outlines Business Statistics New York; McGraw-
Hill, 2003
Analyzing business data; statistical; measures of dispersion; probability;
sampling; distributions; analysis of variance; Chi-square; hypotheses;
population mean; confidence intervals; linear regression and correlation;
multiple regression; time series analysis; statistical process control;
business forecasting; Fulks, Daniel; Staton, Michael K
M/06337 1
43 STATISTIKA
TERAPAN
519.5 lev s Levin, Richard I. Statistics for management, 7th ed. Upper Saddle River,
NJ: Prentice-Hall, 1998
Statistical-Management; Levin; Rubin; Grouping-Displaying Data; Tables-
Graphs; Measures-Central Tendency; Dispersion-Frequency Distributions;
Sampling; Sampling Distributions; Estimation; Testing Hypotheses; Testing
Hypotheses; Quality; Quality Control; Chi-Square; Analysis-Variance;
Simple Regression-Correlation; Multiple Regression-Modelling;
Nonparametric Methods; Time Series-Forecasting; Index Numbers;
Decision Theory
Q/00914 1
44 STATISTIKA
TERAPAN
519.5 Mac s McClave, James T. Statistics for business and economics, 7th ed. Upper Saddle River,
NJ: Prentice-Hall, 1998
Statistics, Data, and statistical thinking; Methods for describing sets of data;
Probability; discrete Random Variables; continuous Random Variables;
Sampling Distributions; Inferences; Confidence Interval; Business-
Economics; Cerelations; inference based on two samples: confidence
intervals; simple linear regression; Model Building; method for quality
improvement; Time Series: descriptive analysis, models, and forecasting;
design of experiments and analysis of variance; Nonparametric Statistics;
decision analysis; McClave; Berson; Sincich; chi square test and the
analysis of contingency tables
Q/00638, Q/03852,
Q/00637, Q/00639
4
45 STATISTIKA
TERAPAN
519.5 Mcc s McClave, James T. Statistics for business and economics, 8th ed London: Prentice Hall,
2001
Statistics, Data, and statistical thinking; Methods for describing sets of data;
Probability; discrete Random Variables; continuous Random Variables;
Sampling Distributions; Inferences based on a single sample: estimation
with confidence intervals; Inferences based on a single sample: test of
hypothesis; Inferences based on a single sample: sonfidence intervals and
tests of hypotheses; simple linear regression; methods for quality
improvement; inference based on two samples: confidence intervals; simple
linear regression; Model Building; method for quality improvement; Time
Series: descriptive analysis, models, and forecasting; design of experiments
and analysis of variance; Nonparametric Statistics; decision analysis;
McClave; Berson; Sincich; chi square test and the analysis of contingency
tables;
Q/05103 1
46 STATISTIKA
TERAPAN
519.5 Neu l Neufeld, John L. learning business statistics with microsoft excel
2000
Upper Saddle
River,NJ: Prentice
Hal,l 2001
introductions to excel; desriptive statistics; discrete random variables and
probability distributions; the binomial disrtibution; the normal distribution; the
sampling distribution of the mean; confidence intervals on a population
mean; understanding hypothesis testing; hypothesis testing of apopulation
mean; inferences on a population variance; inference on two population
means; analysis of variance; simple linear regression; multiple regression
Q/00388 1
47 STATISTIKA
TERAPAN
519.5 New s Newbold, Paul Statistics for business and economics, 4th ed Upeer Saddle River,
NJ: Prentice-Hall, 1995
Business-Econimics; Statistics; Newbold; what is sttistics; summarizing
numerial information; probability; discrete random variables and probability
distributions; coninuous random variables and probability distributions;
sampling and sampling distributions; point estimation; interval estimation;
hypothesis testing; some nonparametric tests; goodness of fit testsand
contingency tables; linear correlation and regression; multiple regression;
additional topics in regression analysis; analysis of variance; statistical
quality control; time series analysis and forecasting; survey sampling
methods; statistical decision theory
Q/03851, Q/01318,
Q/01319, Q/04123
4
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48 STATISTIKA
TERAPAN
519.5 Pet a Petruccelli, Joseph D. Applied Statistics for Engineers and Scientists Upper Sadle River:
Prentice Hall, 1999
introduction to data analysis; summarizing data; disingning studies and
obtaining data; introduction to statistical modeling; introduction to inference:
estimation and prediction; hypothesis tests; relationship between two
variables; multiple regression; on way model; factorial model; distribution
free inference; designsquality inprovement; response surface methodology;
statistical process control; petruccelli
Q/00766 1
49 STATISTIKA
TERAPAN
519.5 Pic b Picconi, Mario J. Business statistics elements and applications Chicago: Harper
Collins College, 1993
Business Statistics; Element-Applications; Picconi; Romano; Olson; what is
statistocs; data reduction; dscriptive representations; numerical summary
measures; probability; random variables; sampling distributions; statistical
inference; confidence intervals; statistical infernce; testing hyhotheses;
analysis of variance; the regression and correlation models; multiple
regression and modeling chi-square analysis; nonparametric methods;
index numbers; time series and forecasting; decision theory
Q/01497 1
50 STATISTIKA
TERAPAN
519.5 Res c Resnik, Michael D Choice : an introduction to decision theory Univ. Minnesota press,
1987
Decision theory; decision under ignorance; decision under risk probability;
decision under risk utility; game theory; social choices
M/06939, M/07986,
M/07987
3
51 STATISTIKA
TERAPAN
519.5 Ros m Rosenfeld, Robert The McGraw-Hill 36-bour business statistics
course
New York: McGraw-
Hill, 1992
Business Statistics Course; McGraw-Hill; Rosenfeld; organizing and
displaying data; numerical summary statistics; rates and probability;
estimation; comparing populations; regression, correlation, and prediction;
time series: forecasting and interpreting trends
Q/00396 1
52 STATISTIKA
TERAPAN
519.5 Spo i Spooner, Ann An Introduction to statistics for managers
incorporating statsman; a user-friendly PC tutorial
package
New York: Prentice-
Hall, 1995
Spooner; Lewis; Statistics-Managers; Incorporating Statsman; PC Tutorial
Package; introduction to the methodology of applied statistics; probability;
the normal probability distribution; descriptive statistics and parameter
estimation; how accurate are the estimates; bionomial and poisson
probability laws; testing hypotheses concerning the mean and variance;
hypothesis tests involving frequencies; examining the relationship between
two variables; established applications of statistical techniques; business
forecasting for trend and seasonality; stick control; statistical process
control
Q/00397 1
53 STATISTIKA
TERAPAN
519.5 Pet i Peterson, Martin An Introduction to Decision Theory Chambridge, 2009 introduction; descriptive decision theory; rational and right decision; risk;
social choice theory; brief history; the decision matrix; rival formalisations;
decision under ignorance; dominimancel; maximin and leximin; maximax
and the optimism-pessimism rule; insufficient reason; randomized act;
decisions under risk; utility; neuman and morgenstern interval scale; the
mathematics of probablity; the philosophy of probability; casual vs evidential
decision theory; bayesian vs non bayesian decision theory; game theory I
basic concepts and zero-sum games; game theory II nonzero-sum and
cooperative games; social choice theory; overview of decriptive decision
theory
M/07079, M/07268 2
54 STATISTIKA
TERAPAN
519.502.4 Bow b Bowerman, Bruce L. Business Statistics in Practice, 2nd ed. Boston: McGraw Hill,
2001
an introduction to buseness statistics; descriptive statistics; probability;
discrete random variables; continuous random variables; sampling
distributions; confidence intervals; hypothesis testing; statistical inferences
based on two samples; experimental design and analysis of variance;
simple linear regression analysis; multiple regression; model diagnostics
model building; time series forecasting; process improvement using control
charts; nonparametric methods; chi-square tests; decision theory
Q/00821 1
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55 STATISTIKA
TERAPAN
519.502 43 Hin a Hinkle, Dennis E Applied Statistics for the behavioral sciences, 5th
ed.
New York: Houghton
Mifflin Company, 2003
basic mathematics for statistics; coding data; graphing data; normal
distribution; variantion; measure of relationship; linear regression; sampling;
probability; sampling distributions; hypothesis testing; determining power;
sample size; linear regression; estimation; multiple linear regression;
analysis of convariance; correlation coefficients; chi square; nonparametric;
Wiersma, William ; Jurs, Stephen G.
M/06310 1
56 STATISTIKA
TERAPAN
519.502.43 Mon a Montgomery, Douglas C Applied Statistics and Probability for Enginers 5th
ed
Jhon Willey & Sons,
2011
The role od statistics in engineering; probability; discrete random variables
and probability distributions; axiom of probability; bayes theorem; mean and
variance of a discrete random variable; countinous random variables
probability distributions; binomial and poisson; joint probability distributions;
descriptive statistics; sampling distributions and point esimation of
parameters; statistical intervals for a single sample; tests of hypotheses for
a single sample; statistical inference for two sample; design and analysis of
single factor experiments the analysis of variance; designe of experiments
with several factor; statistical quality control
M/06730, M/07138,
M/07140, M/07139
4
57 STATISTIKA
TERAPAN
519.53 Rei s Reiss, R. D. Statistical analysis of extreme values: with
applications to insurance, finance, hidrology and
other fields
Basel: Birkhauser
Verlag, 1997
Extreme Values; Statistical Analysis; Application-Insurance; Finance;
Hidrology; Fields; Reiss; Thomas; modeling and data analysis; parametric
modeling; diagnostic tools statistical inference in parametric inference;
introduction to parametric inference; extreme value models; generalised
pareto models; advanced statistical analysis; elements of multivariate
statistical analysis; basic multivariate concepts and visualization;
multivariate maxima; topic in insurance, finance and hydrology; actuarial
decisions; extreme returns in asset prices; site specific frequency analysis;
case studies extreme vallue analysis
Q/01502, Q/01503 1
Buku Tidak Ada
2
58 STATISTIKA
TERAPAN
519.535 App John Neter ..[et.al] Applied linear statistical models, 4th Chicago: Irwin, 1990 Applied Linear; Statistical Models; simple linear regression; linear
regression with one predictor variable; inferences in regression analysis;
diagnostics and remedial measures; simultaneous inferences and other
topics in regression analysis; matrix approach to simple linear regression
analysis; multiple linear regression; multiple regression-I; multiple
regression-II; building the regression model I: selection of predictor
variables; building the regression model II: diagnostics; building the
regression model III: remedial measures and validation; qualitative predictor
variables; autocorrelation in time series data; nonlinear regression;
introduction to nonlinear regression; logistic regression, poisson regression,
and generalized linear models; correlation analysis; normal correlation
models; analysis of variance: I; single-factor ANOVA model and test;
analysis of factor level effects; ANOVA diagnostics and remedial measures;
analysis of variance: II; two-factor analysis of variance-equal sample sizes;
analysis of factor effects in two-factor studies-equal sample sizes; two-
factor studies-one case pertreatment; two-factor studies-unequal sample
sizes and unequal treatment importance; multifactor studies; random and
mixed effects models; analysis of covariance; study designs; design of
experiments, randomization, and sample size planning; randomized block
designs; nested designs, subsampling, and partially nested designs;
repeated measures and related design; latin square and related design;
exploratory experiments-two-level factorial and fractional factorial design;
response surface methodology;
Q/03832, M/00324 2
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59 STATISTIKA
TERAPAN
519.535 App John Neter ..[et.al] Applied linear statistical models, 5th Linear regression with one predictor variable 2; inference in regression and
correlation analysis; diagnostics and remendial measures; simultaneous
inferences and other topic in regression analysis; multiple linear regression,
multiple regression II; matrix approach to simple linear regression analysis;
regression models for quantitative and qualitative prediction; building the
regression model I model selection and validations; building the regression
model II diagnostics; building the regression model III remendal measures;
auto correlation in time series data; nonlinear regression; introduction to
nonlinear regression and neural network; logistics regression poisson;
design and analysis of single factor studies; introduction to the designe of
experimental and observational strudies, single vactor studies; analysis of
factor level means; ANOVA diagnotions and remendal measures;
multivactor studies two factor with equal sample sizes; rendomized
complete block design; analysis of covariance; unequal sample sizes;
random and mixed effect models; nested design sub sampling and pertially
nested design; balances icomplete block latin square and related design;
exploratiory experiments two level factory and factory; response surface
methodology
M/6860, M/06861 2
60 STATISTIKA
TERAPAN
519.539 Gut i Guttman, Irwin. Introductory engineering statistics New York: John Wiley
& Sons, 1971
[M/02668, M/02670] (
1 koleksi disishkan ke
gudang)
2
61 STATISTIKA
TERAPAN
519.539 Gut i Guttman, Irwin Introduction to engineering statistics New York: John Wiley
& Sons, 1982
M/02669 1
62 STATISTIKA
TERAPAN
519.55 Nel a Nelson, Charles R. Applied time series analysis for managerial
forecasting
San Francisco: Holden-
Day,Inc. [s.a]
M/02685 Koleksi
Disisihkan ke Gudang
1
63 STATISTIKA
TERAPAN
519.86 Mil s Miller, Irwin Statistical methods for quality With applications to
engineering and management
New Jersey: Prentice-
Hall,Inc. 1995
Quality; Statistics-ENgineering; Management; Data Analysis; Probability;
Distributions; Sampling; Regression Analysis; Desing of Experiments;
Reliability; Miller
Q/00326 1
64 STATISTIKA
TERAPAN
520 APP a edited, T. Subba Rao Applications of time series analysis in astronomy
and meteorology
London: Chapman &
Hall, 1997
Time series-theory; Time series-methodology; Spatial-temporal spectral
analusis; Frequency estimation; Spectral; Models; Wavelet methods-
astronomical time; Non-parametric methods; Period analysis; Cross-
spectral technique; Linear; Nonlinear modelling; Problem-estimation;
Singular spectrum analysis; tree-ring; statistical cerification studies
Q/00324 Tidak Ada 1
65 STATISTIKA
TERAPAN
570.72 Rao s Rao, P.V. Statistical research methods in the life science Pacific Groce, CA:
Brooks/Cole, 1998
Statistical; Research Methods; Life Science; Rao; Statistics: Its Objectives-
Scope; Describing Statistical Populations; Statistical Inference: basic
Concepts; Inference Population: Interval Data; Ordinal Data; Categorical
Data; Designing Research Studies; Single-Factor Studies: ANOVA;
Compating Means-Determining Sample Sizes; Simple Linear Regression;
Multiple Linear Regression; General Linear Model; Completely Randomized
Factorial Experiments; Random-Mixed-Effects ANOVA; ANOVA Models;
Repeated-Measures Studies; Rao
Q/04140 1
66 STATISTIKA
TERAPAN
570.727 Fow p Fowler, Jim Practical Statistics for Field Biology, 2nd ed. Chichester: John Wiley
& Sons, 1998
measurement and sampling concepts; processing data; presenting data;
measuring average; probability; probability distributions as models of
dispersion; data transfortation; how good area our estimates; basis of
statistical testing; analysis frequencies; measuring correlations; regression
analysis; comparing averages; analysis of variance; multivariate analysis
Q/01172, M/05411 2
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67 STATISTIKA
TERAPAN
572.8'650 Mal b Mallick, Bani Bayesian Analysis of Gene Expression Data New York; John Wiley
& Sons, 2009
Bioinformatics; bayesian analysis; gene expression; bayesian linear;
bayesian multiple; bayesian classification; bayesian hypotesis inference;
bayesian clustering; bayesian graphical; bayesian computing; bayesian
modelling; advanced topic
M/06339, M/06349 2
68 STATISTIKA
TERAPAN
574.018 2 Zar b Zar, Jerrold H. Biostatistical analysis, 4th ed. Upper Saddle River,
NJ: Prentice-Hall, 1999
Population samples; Measures. central tendency; Probabilties; Normal
distributions; Salmple hypotheses; Analysis variance; Multiple comparisons;
Data transformations; Multiway factorial analysis-variance; Bested analysis-
variance; Multivariate analysis-variance; Simple linear regression; Simple
linear correlation; Multiple regression; Polynomial regression; Contingency
tables; Dichotomous variables; Testing-randomness; Circular distributions;
Describtive statistics
Q/04121 1
69 STATISTIKA
TERAPAN
574.018 2 Zar b Zar, Jerrold H. Biostatistical analysis, 3rd ed. Upper Saddle River,
NJ: Prentice-Hall, 1996
Biostatistical Analysis; Zar;populations and samples; measures of
dispersion and variability; probabilities; the normal distribution; one sample
hypotheses; two sample hypotheses; paired sample hypotheses;
multisample hypotheses: the analysis of variance; multiple comparisons;
simple linear correlation; multiple regression and correlation; polynomial
regression; resting for goodness of fit; contingency tables; two factor
analysis of variance; data transformations; nested (hierarchical) analysis of
variance; simple linear regresion; comparing simple linear regression
equations; more on dichotomous variables; testing for randomness; circular
distributions
Q/04118, M/05654 2
70 STATISTIKA
TERAPAN
574.8 Ban f Banwell, C.N. Fundamental of molecular spectroscopy London: McGraw-Hil,l
1972
M/02984 1
71 STATISTIKA
TERAPAN
607.2 Sta edited, Subir Ghosh Statistical design and analysis of industrial
experiments
New York: Marcel
Dekker, 1990
experimental design for product design; designing experiments in research
and development; biotechnology experimental design; expert systems for
design of experiments; effect of ozone on asthmatics and nomals; mixture
experiments; response surface designs and the prediction variance
function; the analysis of multiresponse experiments; the role of
experimentation in quality engineering; search method based on orthogonal;
modern factorial design theory for experimenter and statisticians;
contruction of run orders of catorial design; methods for constructing trend
resistant run orders; mesuring dispersion effects of factor in factorial
experiments; designing factorial experiments; crossover designs in industry
Q/00131 1
72 STATISTIKA
TERAPAN
610.72 Ber b Berry, Donald A. Bayesian Biostatistics New York: Marcell
Dekker, 1996
Assessing probability; Decision problems; Design; Model selection;
Hierachical models; asessing probability; decision problems; design; model
selection; hierarchical models; bayesian methods in health related reserach;
bayesian approaches to randomized trials; bayesian epidemiology;
elicitation of prior distributions; priors for the design and analysis of clinical
trials; weibull model for survival data; decision models in clinical
recommendations; dose response analysis of toxic chemicals; expected
utility; bayesian hypothesis testing; inference and design strategies for a
hierarchical logistic regression model; model selection for generalized linear
models; bayesian analysis of population pharmacokinetic and
instantanteous pharmacodynamic relationships; bayesian and frequentist
analyses; hierarchical analysis of continuous time survival models;
analyzing rodent tumorigenicity experiments; bayesian modelingof binary
repeated measures data; bayesian predictive inference
Q/00132 1
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73 STATISTIKA
TERAPAN
620.001 5 Hog a Hogg, Robert V. Applied statistics for engineers and physical
scientists, 2nd ed
New York: Macmillan,
1992
collection and analysis of information; variability; representation of data;
exploratory data analysis; comparisons of samples; graphical twechniques,
correlation, and least squares; the importance of experimentation;probability
models;probability; conditional probability and independence; random
variables and expectations; the binomial and related distribution and
poisson process;continuous probability models; random variables of the
continuous type; the normal distribution; other useful distributions; fitting
and testing models;functions of random variobles; central limit theorem;
confidence intervals for means; inferences with smallsamples and unknown
variances; other confidence intervals; intrduction to reliability; statistical
quality control; tests of statistical hypotheses; experiments with one
factor;xexperiments with two or more factor; regression analysis
Q/00139 1
74 STATISTIKA
TERAPAN
620.004 52 Kum p Kumamoto, Hiromitsu Probabilistic risk assessment and management for
engineer and scientists
New York: IEE Press,
1996
Basic Risk concepts;acident mechanisms;risk management;probabilistic
risk assessment;fault-tree construction;qualitative
aspects;quantification;confidence intervals;quantititative aspects;system
quantification;depemdemt events;systems analysis;human
reliability;uncertainty quantification;legal;regulatory risks;kumamoto
Q/00144 1
75 STATISTIKA
TERAPAN
630.021 Gom p Gomez, Kwanchai A. Prosedur statistik untuk penelitian pertanian Jakarta: UI Press,
1995
M/04115 1
76 STATISTIKA
TERAPAN
650.015 1 Wax b Waxman, Peter Business mathematics and statistics, 4th Sidney: Prentice-Hall,
1998
Business Mathematics; Business-Statistics; Waxman; busines
mathematics; basic mathematics; percentages; simple interest; compound
interest; annuities; depreciation; line graphs; business statistics;
introduction to statistics; visual presentation of business data; measurement
of central tendency; dispersion; sampling; probability; normal probability
distribution curve; correlation and regresion analysis; index numbers; time
series; waxman
Q/01365 1
77 STATISTIKA
TERAPAN
658.002.1 Lev s Levin, Richard I. Statistics for management, 7th ed. Upper Saddle River,
NJ: Prentice-Hall, 1998
introduction; grouping and displaying data to convey meaning: tables and
graphs; measures of central tendency and dispersion in frequency
distributions; probability: introductory ideas; probability distributions;
sampling and sampling distributions; estimation; testing hypotheses: one
sample tests; quality and quality control; chi-square and analysis of
variance; simple regression and correlation; multiple regression and
modeling; nonparametric methods; time series and forecasting; index
numbers; decision theory
Q/04093 1
78 STATISTIKA
TERAPAN
658.403'3 Kel s Keller, Gerald Statistics for Management and Economics, 4th ed. Boston: Duxbury
Press, 1997
what is statistics?; descriptive techniques and probability; graphical
descriptive techniques; art and science of graphical presentations;
numerical desciptive measures; data collection and sampling;[rpbability and
discrete probability distributions; continuous probability distribution;
statistical inference; sampling distributions; introduction to estimation;
introduction to hypothesis testing; inference about the description of a single
population; inference about the comparison of two populations; comaring
two populations: nonparametric statistics; analysis of variance;
nonparametric techniques: comparing two od more populations; simple
linear regression and correlation; multiple regression; model building; time
series analysis and forecasting; statistical process control; statistical
inference: conclusion
Q/00661 1
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
79 STATISTIKA
TERAPAN
658.503 8 Fow e Fowlkes, William Y. Engineering methods for robust product design
Using taguchi methods an technology and product
development
New York: addison
Wesley, 1995
introduction to quality engineering; quality enginering metrics; introductory
data analysis for robust design; the quality loss fonction; the signal to noise
ratio; the static signal to noise ratios; the dynamic signal to noise methods
and metrics; the parameter design process; introduction to designed
experiments; selection of the quality characteristics; the selection and
testing of noise factors; the selection of control factors; the parameter
optimization experiment; the analysis and verification of the parameter
optimization experiment; examples of paramenter design; paramenter
design case studies; advanced topics; modifying orthogonal arrays; working
with interactions; analysis of variance; the relationship of robust desing to
other quality processes
Q/00126 1
80 STATISTIKA
TERAPAN
741.5 Gon k Gonick, Larry Kartun Statistik Jakrta: KPG, 1993 M/04990 1
81 STATISTIKA
TERAPAN
741.5 Huf b Huff, Darrel Berbohong dengan statistik Jakarta: KPG, 2003 M/05148 1
82 STATISTIKA
TERAPAN
658.562 Sta Ghosh, Subir..[et.al] Statistics of quality New York: Marcell
Dekker, 1997
contribution to the statistics of quality; quality moment; sequential test of
some process capability; calibration of gasoline flow meter; some aspects
of hotelling; magnetic field quality investigation; real experiments, real
mistakes, real learning; taguchi robust design; determining optimum setting;
lattice square; moments and wavelets; hierarchical bayes models;
asymmetry and aoutlier detection using; concrete statistics; numerical
methods for use in preparing high quality; modeling quality standars;
semiparametri estimation; improving survey estimates using rotation design
sampling; multicriteria optimization in sampling design
Q/01383, Q/00157 [1
Koleksi Disisihkan
ke Gudang]
2
1 TEACHING 152.15 Wit p Wittig, Arno F Theory and problems psychology of laerning:
schaum's outline series (650 solved problems)
New York: McGraw-
Hill, 1981
M/05329 Koleksi
Disisihkan ke Gudang
1
2 TEACHING 370 MOD1 Modul pelatihan "collaborative learning" Depok: Fasilkom-UI,
2004
M/05004 Koleksi
Disisihkan ke Gudang
1
3 TEACHING 370 MOD2 Modul Collaborative Learning Depok: Fasilkom-UI,
2004
M/05005Koleksi
Disisihkan ke Gudang
1
4 TEACHING 370 PEL Pelatihan problem-based learning Depok: Fasilkom-UI,
2004
M/05007 Koleksi
Disisihkan ke Gudang
1
5 TEACHING 370.154 Mac m Mccarty, Hanoch Motivating your students before you can teach
them you have to reach them hanoch
Boston: Allyn and
Bacon, 2001
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Q/00512, Q/00511,
Q/00510
5
6 TEACHING 371.102 Arm t Armstrong, David G. Teaching today an introduction to education, 6th
ed
Upper Saddle River,
NJ Prentice-Hall 2001
Q/00508 1
7 TEACHING 371.102 Fre u Freiberg, H. Jerome Universal teaching strategies Boston: Allyn & Bacon,
1992
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8 TEACHING 371.102 Fre t Frei, Shelly Theaching Mathematics Today Shell Education, 2008 M/06812 Tidak Ada 1
9 TEACHING 371.1'023 Coo c Cooper, Pamela J. Comunication for The Classroom Teacher, 7th New York Pearson
Education 2003
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
10 TEACHING 371.26 Mou t Mouly, George J Schaum's outline of tets items in education New york: Mcgraw-hill,
1962
M/05330 1
11 TEACHING 371.39 Mac l McCombs, Barbara L. The Learner-Centered classroom and school
strategies for increasing student motivation and
avrhievement
San Francisco: Jossey-
Bass, 1997
M/04857 1
12 TEACHING 372.7 Bil p Billstein, Rick A Problem solving approach to mathematics for
elementary school teachers, 7th
Boston: Addison-
Wesley, 2001
Q/00507 1
13 TEACHING 378.125 Hub l Huba, Mary E. Learner-Centerd assessment on college
campuses shifting the focus from teaching to
learning Mary E. Huba
Boston: Allyn and
Bacon, 2000
M/04851 1
14 TEACHING 378.125 Joh m Johnson, David W Meaningful Assessment : a manageable and
cooperative process
Boston: Allyn and
Bacon, 2002
M/06272 1
15 TEACHING 415.01'51 Har t Harris, Zellig A Theory of Language and Information a
mathematical approach
New York: Clarendon
Press, 1991
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16 TEACHING 420 Gea c Gear, Jolene Cambridge preparation for the toefls test New Yrok: Cambridge
Univ. 1996
Q/02420 1
17 TEACHING 420 Sha p Sharpe, Pamela J. Practice exercises for the toefl test, 3rd ed. Jakarta: Binarupa
Aksara, 1997
Q/04611 1
18 TEACHING 421.011 Che w Checkett, Lawrence The Write Start With Readings Paragraphs to
Essays
New York: Longman,
2002
Q/00787, Q/00730 2
19 TEACHING 428.07 Lin i Lindell, Anne Intensive english for communication : book 1 Jakarta: Binarupa
Aksara, 1990
Q/02440, Q/02453 2
20 TEACHING 507.8 Per g Perry, Phyllis J. Getting started in science fairs from planning to
judging
New York: McGraw-
Hill, 1995
Q/02451 1
21 TEACHING 510 And m Andresscu, Titu Mathematical Olimpiad Theasures 2nd ed Birkhauser M/06790 1
22 TEACHING 510 Dor g Dorrie, Heinrich 100 Great Problems of Elementary Mathematics
their history and solution
New York: Dover
Publications, 1965
Q/00642 1
23 TEACHING 510 Gib m Gibilisca, Stan Technical math demystified : a self-teaching guide New york: McGraw-hill,
2005
M/05387 1
24 TEACHING 510 Hon p Honsberger, Ross In Polya's Footsteps Miscellaneous problems and
essays
M/05106 1
25 TEACHING 510 Lar p Larson,Loren C. Problem-solving through problems problem books
in mathematics
New York: Springer,
1983
M/05628 Tidak Ada 1
26 TEACHING 510 Mai k Maier, Herman Kompendium didaktik matematika Bandung: Remadja
Karya, 1985
M/03059 1
27 TEACHING 510 Mat editor, C.C. Hsiung Mathematical Essays In Honor of Su Buchin Singapore: World
Scientific, 1983
M/04715 1
28 TEACHING 510 Math edited, Andreescu, Titu Mathematical Olympiads 1998-1999 Problems and
soluctions from Around the world
M/05103 Tidak Ada 1
29 TEACHING 510 Sem o Sembiring, Suwah Olimpiade Matematika,cet. 1 Bandung: Yrama
Widya, 2002
M/04238 1
30 TEACHING 510 Sri e Sriraman, Bharath The Elements of Creativity and giftedness in
Mathematics
Sense Publishers,
2011
M/06814 1
31 TEACHING 510.285 Gra b Gray, Theodore W. The Beginner's guide to mathematical: version 2 Reading, MA: Addison-
Wesley, 1992
Q/02438 1
32 TEACHING 510.52 Dun e Dunham, William Euler the master of us all William Dunham Washington: MAA,
1999
Q/01033, Q/01800 2
33 TEACHING 510.52 Lam g Lambert, Stephen E. Great jobs for math majors Stephen E.Lambert Chicago,IL: VGM
career Horizons, 1999
Q/02430, Q/01799,
Q/01797
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Page 316 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
34 TEACHING 510.7 Kra h Krantz, Steven G. How to teach mathematics, 2nd Providence, RI:
American Mathe.,
Society, 1999
Q/01798 1
35 TEACHING 510.7 Pre Teacher's Resource Book Prentice Hall Advanced
Mathematics: A Precalculus Approach
New Jersey: Prentice
Hall, 1993
Q/00488, Q/00487 2
36 TEACHING 510.71 Mei w Meier,John Writing in the teaching and learning of
mathematics
Washington: MAA,
1998
Q/02428, Q/01794,
Q/01795, Q/01796
4
37 TEACHING 510.71 Stu t Stueben, Michael Twenty years before the blackboard the lessons
and humor of a mathematics teacher
Washington: MAA,
1998
Q/01030, Q/01793,
Q/01792
3
38 TEACHING 510.711 Ass Bonnie Gold..[et.al] Assessment practices in undergraduate
mathematics
Washington MAA 1999 Q/01791, Q/01038,
Q/03940
3
39 TEACHING 510.711 Bir t Bird, J.O. Technician mathematics, 3rd Malaysia: Longman
Scientific & Technical,
1994
Q/01832 1
40 TEACHING 510.711 Sch h Schiavone, Peter How to study mathematics effective study
strategies for college and university students
Canada: Prentice-Hall,
1998
Q/01831 1
41 TEACHING 510.76 Gre GRE-GMAT math review 2000 Edition, 5th ed. (
graduate record exam - graduate management
admission test )
New York: Arco, 2000 Q/02426, Q/01829,
Q/01830
3
42 TEACHING 510.76 Hef m Heffernan, J. Mathematical methods vce units 1 and 2, 2nd ed. Milton: The Jacaranda
Press, 1996
Q/01828 1
43 TEACHING 510.76 Max f Maxwell, E.A. Fallacies in mathematics E.A. Maxwell New York: Cambridge
University Press, 1959
Q/01826 1
44 TEACHING 511.36 Gib m Gibilisco, Stan Math Proofs Demystified : a self-teaching guide New York: McGraw-
Hill, 2005
M/05389 Tidak Ada 1
45 TEACHING 515.076 Bil Bob Burn..[et.al] Teaching undergraduate mathematics Singapore :Imperial
College Press, 1998
Q/01827 1
46 TEACHING 658.403 Chr i Christakor, George Integrative Problem-Solving in a Time of
Decadence
Springer M/06471 1
47 TEACHING 808.042 Bus Menzies,Peter Bussiness English (two) London:
Linguaphone,1988
M/05012 1
48 TEACHING 808.042 Bus Menzies,Peter Business English (three) London: Linguaphone,
1988
M/05013 1
49 TEACHING 808.042 Bus Menzies,Peter Business English (one) London: Linguaphone,
1988
M/05011 1
Page 317 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
50 TEACHING 808.042 Bus Menzies, Peter Business English (Workbook) London: Linguaphone,
1988
M/05014 1
51 TEACHING 808.042 Har s Harris, Jeanette The Simon & Schuster Guide to Writing, 2nd ed. Upper Saddle
River,NJ: Prentice
Hall, 1997
Q/00683 1
52 TEACHING 808.042 Ros s Behrens, Laurence A Sequence for Academic Writing New York: Longman,
2002
Q/00656, Q/00655 2
53 TEACHING 808.042.7 Lag c Langan, John College Writing Skills with Readings, 5th ed. Boston: McGraw Hill,
2001
Q/01592 1
54 TEACHING 808.888 Rob f Root, Robert L. The fourth genre contemporary writers of/on
creative nonfiction
Boston: Alyn & Bacon,
1999
Q/02325, Q/00153 2
1 UMUM 001.02.73 Coh h Cohen,William A How to make it big as a consultant,3rd ed. NewYork: Amacom,
2001.
M/05082 1
2 UMUM 004.6 Sta b Stallings, William Business data communications William Stallings New York: Macmillan
Publishing Company,
1990
M/02208 1
3 UMUM 004.092.2 Sha o Shasa, Dennis Out of Their Minds: the lives and discoveries of 15
great computer scientists
Copernicus, 1998 linguists; how to machines; algorithms: how to solve problem fast;
architects: how to build better machines; sculptors of machine intelligence;
Q/00879 1
4 UMUM 020.2 Aus d Austerberry, David Digital Asset Management : how to realise the
value of video & image libraries
Focal Press, 2004 M/07026 1
5 UMUM 025.524 Hey t Heywood, J. Brian The outsourcing dilemma the search for
competitiveness
New York: Pearson
education, 2001
chamnging times in commerce; how can an organization become and stay
competitive; outsourcing alternative; reasons for outsourcing the various
business functions; variations on the outsourcing a service provider;
process of choosing a service provider; potential drivers of outsourcing; risk
and concerns for both parties; alternative way of approaching the
competitiveness problem
Q/00114 1
6 UMUM 100 Har i Harseno Introspeksi M/03017, M/03016,
M/03044
3
7 UMUM 158.1 Car h Carnegie, Dale How to Win Friends& influence people,Rev. ed New York: Raquel
Comm, 1981
M/05351 1
8 UMUM 174.9 Com c Johnson, Deborah G. Computer, ethics & social values New Jersey: Prentice
Hall, 1995
what is computer ethics; ownership of computer software; privacy and
databases; risks of computing; responsibility, liability and professional
codes; chapter seven the networked world
Q/00112 1
9 UMUM 297 Ali a Ali, Mohammad Daud Agama Islam M/03018 1
10 UMUM 346.73 Lan s Landy, Gene K. The Software developer's and marketer's legal
companion
Reading, Mass:
Addison-Wesley, 1993
M/03039 1
11 UMUM 351 Pub edited: Rowat, Donald
C.
Public administration in developed democracies a
comparative study
New York: Marcel
Dekker, 1988
commonwealts countries; nordic democracies; western europe; other
developed democracies
Q/01435, Q/00491 2
Page 318 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
12 UMUM 331,12 Rob m Robbins, Anthony Money Master The Game : 7 Langkah Menjadi
Kaya dalam Kondisi Sulit
PT. Sembilan Cahaya
Abadi, 2015
M/08138 1
13 UMUM 331,12 Sin c Singal, Anik The Circle of Profit : how to turn your passion into
$1 Million 2nd ed
Lurn, Inc, 2016 M/07934 1
14 UMUM 363.34 Woo m Woo, Gordon The mathematics of natural catastrophes Singapore: Imperiel
College Press, 1999
Taxonomy of natural hazards; Sense of scale; Measure of uncertainty;
Matter of time; Forechasting; Deciding to warn; Question of design;
Damage estimation; Catastrophe cover; Financial issues; Third millennium
Q/00515 1
15 UMUM 381.092 Win s Winaryo,R Self Empowerment persepsi,paradigma,dan
motivasi salesman
Jakarta: Gramedia,
2004
M/05505 1
16 UMUM 500 Juj i Jujun S, Suriasumantri Ilmu dalam prespektif : sebuah kumpulan
karangan tentang hakekat ilmu
Jakarta: Yayasan obor
indonesia, 1992
M/03053 1
17 UMUM 510.285 Shu j Shuchat, Alan The Joy of mathematica: getting started, getting it
done
Reading, MA: Addison-
Wesley, 1994
Learn mathematica; Point; Joy Mathematica; Shuchat; Shultz; User Quide;
Quide Tour; Algebra; Animation; One-Variable Calculus; Differential
Equation; Multivariable Calculus; Matrices-Vectors; Extending Joy;
Application-Explorations; Exploration-Calculus
Q/01790 1
18 UMUM 510.51 Ste a Stein, Sherman Archimedes what did he do besideds cry eureka?
Sherman Stein
Washington: MAA,
1999
the life of archimedes; law of the lever; center of gravity; big literary find in
constantinople; mechanical method; two sum; the parabola; floating bodies;
the spiral ; the sphere; achimedes traps
Q/01801 1
19 UMUM 510.78 Yan e Yang, Wei-Chi Exploring mathematics with scientific notebook Singapore: Springer-
Verlag, 1998
Exploring Mathematics; Scientific Notebook; Yang; Lewin; reading this book
on screen; getting to know scientific notebook; graohical view of limits;
differential calculus; maxima and minima; integral calculus; calculus
volumes; linear algebra with scientific workplace; sequences and series;
sequences of functions; fixed point theorems
Q/01823, Q/01824,
Q/01825 (1 Buku
Hilang)
3
20 UMUM 510.82 Wom Nolan, Deborah Woman in mathematics scaaling the heights Washington: MAA,
1997
wpmen in mathematics: scaling the heights and beyond; excellence in
mathematics; preparing undergraduate women for graduate school and
beyond; view of mathematics from an undergraduate perspective;
probability and stochastic processes; hyperplane arrangements; algebra
seminar taught by a number theorist; seminar on linear optimization; what
are numbers; algegraic coding theory; quadratic reciprocity and continued
gractions; encouraging women in mathematics; summer program for
women in mathematics; carleton and st olaf colleges summer mathematics
programs
Q/01037, Q/01822 2
21 UMUM 510.9 Bur h Burton, David M. The History of mathematics an introduction, 4th Boston: McGraw-Hill,
1999
Early number systems and symbols; Mathematics in early civilizations;
Beginings of greek mathematics; Alexandrian school: euclid; twilight of
greek mathematics: Diophantus; fidrst awakening: Fibonacci; renaissance
of mathematics: Cardan and tartaglia; mathematical world: descartes and
newton; development of Probability theory: pascal, bernoulli and laplace;
revival of number theory: fermat, euler, and gauss; nineteenth century
contributions: bolyai and lobachevsky; transition to the twentieth century:
cantor and kronecker; extensions and generalizations: hardy, hausdorff and
noether
Q/03948 1
22 UMUM 510.9 Cal c Calinger, Ronald A Contextual history of mathematics Upper Sadle River, NJ:
Prentice-Hall, 1999
Numbers; Protomathematics-theoretical mathematics; Pre-socratic greece;
Fourth-century greece; Ancient mathematical zenith; Islamic world; Latin
west; Maya americal Mathematics-service religion; Transition -modern
matheamtics; Transformation-mathematics
Q/01810, Q/04142,
M/08165
3
Page 319 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
23 UMUM 510.9 Cas f Casti, John L. Five golden rules great theories of 20th-century
mathematics and why they matter
New York: John Wiley
& Sons, 1996
Five Golden Rules; Great Theories; Century-Mathematics; Casti; Minimax
Theorema (Game Theory); Brouwer Fixed-Point Theorema (Topology);
Morse's Theorem (Singular Theory); Halting Theorem (Theory-Computation;
Simplex Methods (Optimization Theory)
Q/02427, Q/04132 2
24 UMUM 510.925.1 One Sterrett, Andrew..[et.al] 101 carrers in mathematics USA: MAA. 1996 former; computer scientist; mathematician; private scholl teacher; partner,
milbank; project manager; associate professor; senior engineers; systems
engineering; software engineer; research scientist; aerospace
mathematician; mathematics editor; project mathematics;
Q/01054, Q/01001 2
25 UMUM 511.33 Jac a Jackson, David M. An Atlas of the Smaller maps in Orientable and
Nonorientable Surfaces
Boca Raton: Chapman
& Hall, 2001
surfaces and maps; axiomatization and the encoding of maps; generating
resiers and conjectures; maps in orientable surfaces; maps in nonorientable
surfaces; face maps and hypermaps; associated graphs and their maps;
numbers of rooted maps; numbers of unrooted maps; nonrealizable pairs of
partitions; map polynomials;
Q/01058, Q/01005 2
26 UMUM 511.4 Che c Cheney, Ward A Course in approximation theory Pacific Grove, CA:
Brooks/Cole, 2000
Course; Approximations-Theory; Cheney; Introductory Discussion; Linear
Interpolation; Optimization-Language Operator; Multivariate Polynomials;
Moving-Nodes; Tensor-Product Interpolation; Boolean Algebra-Projections;
Newton Paradigm-Interpolation; Lagrange Paradigm-Interpolation;
Interpolation-Translates-Single Function; Positive Definite FUnctions;
Strictly Positive Definite Functions; Schoenberg Interpolation Theorem;
Micchelli Interpolation Theorem; Positive Definite Functions-Spheres;
Approximation-Positive Definite Functions; Approximate Reconstruction-
Functions-Tomography; Approximation; Good Kernels; Ridge Functions;
Ridge Function Approximation; Density-Ridge; Approximation-Convolutions;
Density-Ridge Functions; Artificial Neural Networks; Optimal
Reconstruction; Algorithmic Orthogonal Projections; Cardinal B-Splines;
Golomb-Weinberger Theory; Hilber Function Spaces; Spherical Thin-Plate
Splines; Box Splines; Wavelets I; Wavelets II; Quasi-Interpolation
Q/01460, Q/01855 2
27 UMUM 511.8 Kas d Kasprzak, Wactaw Dimensional Analysis in The Identification of
Mathematical Models
Singapore: World
Scientific, 1990
M/04713 1
28 UMUM 513.1 Gro d Grossnickle, Foster E. Discovery meanings in matric New York Rineheart &
Winston [s.a]
M/03341 1
29 UMUM 514.224 Mur k Murasugi, Kunio Knot theory and its applications Boston: Birkhauser,
1996
Fundamental Concepts of Knot Theory; Knot Tables; Fundamental
Problems of Knot Theory; Classical Knot Invariants; Seifert Matrices;
Invariants from the Seifert Matrix; Torus Knots; Creating Manifolds from
Knots; Tangles and 2-Bridge Knots; Theory-Braids; Jones Revolution;
Knots via Statistical Mechanics; Knot Theory in Malecular Biology; Graph
Thery Applied to Chemistry; Vassiliev Invariants
Q/02095, Q/02094 2
30 UMUM 519.7 Gou q Gould, F.J. Quantitatic concepts for management Decision
making without algorithms
New Jersey: Prentice-
Hall, 1988
M/02688 1
31 UMUM 519.874 Mag p Magee, John F Production planning and inventory control, 2nd ed. New Delhi: Tata
Mcgraw-hill, 1980
M/02861 1
32 UMUM 621.955 Tap Galpin, Barrie Tapping into Mathematics with the T1-80 Graphics
Calculator
Harlow, England:
Addison Wesley, 1997
exploring your calculator;averages; quartiles and boxplots; scatterplots and
more; the statistical features of the T1-80; line graphs and list arithmetic;
using to draw graphs; formulas and functions; repeating patterns; more
about straight lines; quadratic functions; exponential functions; power
regression,and more; space programs; return of the sine wave; personal
programming
Q/04689 1
33 UMUM530 Gia f Giancoli FISIKA edisi 5 Erlangga M/06546
1
34 UMUM 530 Gro p Grove, A.S. Physics and technology of semiconductor devices New York: John Wiley
& Sons, 1967
M/02961 1
Page 320 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
35 UMUM 530 Hal f Halliday Fisika Dasar edisi 7 jilid 1 Erlangga Pengukuran; gerak sepanjang garis lurus; vektor; gerak pada dua dimensi
dan tiga dimensi; gaya dan gerak; usaha dan energi kinetik; energi
potensial dan konversi energi; pusat massa dan momentum linear; rotasi;
gerak menggelinding; keseimbangan dan elatisitas; gravitasi; fluida; osilasi;
gelombang; temperatur, kalor, dan hukum pertama termodinamika; teori
kinetik gas; entropi dan hukum kedua termodinamika; muatan listrik; medan
listrik; hukum gauss; potensial listrik; kapasitas; arus dan resistansi;
rangkaian; medan magnet; induksi dan induktansi; osilasi elektromagnetik
dan arus bolak-balik; persamaan maxwell; citra; interferensi; difraksi;
relativitas; gelombang foton; seluk beluk atom;fisika nuklir
M/06877, M/06884,
M/06885, M/06886,
M/07417, M/07932
6
36 UMUM 530 Hal f Halliday Fisika Dasar edisi 7 jilid 2 Erlangga Pengukuran; gerak sepanjang garis lurus; vektor; gerak pada dua dimensi
dan tiga dimensi; gaya dan gerak; usaha dan energi kinetik; energi
potensial dan konversi energi; pusat massa dan momentum linear; rotasi;
gerak menggelinding; keseimbangan dan elatisitas; gravitasi; fluida; osilasi;
gelombang; temperatur, kalor, dan hukum pertama termodinamika; teori
kinetik gas; entropi dan hukum kedua termodinamika; muatan listrik; medan
listrik; hukum gauss; potensial listrik; kapasitas; arus dan resistansi;
rangkaian; medan magnet; induksi dan induktansi; osilasi elektromagnetik
dan arus bolak-balik; persamaan maxwell; citra; interferensi; difraksi;
relativitas; gelombang foton; seluk beluk atom;fisika nuklir
M/07952, M/07953,
M/07954, M/07955,
M/07956
5
37 UMUM 530 Sar s Sarojo, Ganikanti Aby Seri Fisika Dasar Mekanika Salemba Teknika,
2002
M/07414 1
38 UMUM 530 Tip f Tipler,Paul A Fisika untuk sains dan teknik,jil. 1, ed.3 Jakarta: Erlangga,
1998
M/05742, M/07411 2
39 UMUM 530 Tip f Tipler,Paul A Fisika untuk sains dan teknik,jil. 2, ed.3 Jakarta: Erlangga,
1998
M/07412 1
40 UMUM 530 Tip f Tipler,Paul A Fisika untuk sains dan teknik, Ed.3, Jil. 2 Jakarta: Erlangga,
2001
Medan listrik I; distribusi muatan diskrit; distribusi muatan kontinu; potensial
listrik; kapasitansi; dielektrik dan energi elektrostatik; arus listrik; rabgkaian
arus searah; medan magnetik; induksi magnetik; magnetisme; arus bolak-
balik; optik; fisika modern; instrumen; interferensi; difraksi
M/06300, M/06298,
M/06297, M/06299,
M/06745
5
41 UMUM 530 Tip f Tipler,Paul A Fisika untuk Sains dan Teknik edisi ke 3 Jilid 1 Erlangga, 1998 M/07797 1
42 UMUM 530.01 Con t Constant, F. Woodride Theory physics thermodynamics,
electromagnetism, wave and particle
Reading, Mass:
Addison-Wesley
Company, 1958
M/02963 1
43 UMUM 530.01 Gro a Groesberg, Sanford
Walton
Advanced mechanics New York: John Wiley
& Sons, 1968
M/02962 1
44 UMUM 530.01 Lan m Landau, L.D. Mechanics Qxford Pergamon
Press 1960
M/02966 1
45 UMUM 530.01 Mor m1 Morse, Philip M. Methods of theorical physics part.1 chapter 1 to 8 New York: McGraw-Hill
Book Company, 1953
M/02964 1
46 UMUM 530.01 Sym m Symon, Keith Mechanics, 2nd ed Reading, Mass:
Addison-Wesley
Company, 1963
M/02967 1
Page 321 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
47 UMUM 530.1 Cou m Courant, R. Methods of mathematical physics volume II partial
differential equations
New York: John Wiley
& Sons, 1962
[M/02971, M/02968] 2
48 UMUM 530.1 Cou m Courant, R. Methods of mathematical physics volume I partial
differential equations
New Delhi: John Wiley
& Sons, 1953
M/02969 1
49 UMUM 530.1 Det m Dettman, John W. Mathematical methods in physics and engineering New York: McGraw-Hill
Book Company, 1962
M/02970 1
50 UMUM 530.1 Hil m Courant, R Methods of Mathematical Physics, vol. I New Delhi: Wiley
Eastern private limited,
1953
M/02972 1
51 UMUM 530.1 Mor m2 Morse, Philip M. Methods of theoritical physics: part II chapters 9 to
13
New York: McGraw-Hill
Book Company, 1953
M/02965 1
52 UMUM 530.1 Pip a Pipes, Louis A. Applied mathematics for engineers and physicists,
3rd ed.
Singapore: McGraw-
Hill, 1971
M/03490 1
53 UMUM 530.12 Pow q Powell, John L. Quantum mechanics Reading, Mass :
Addison-Wesley
Company, 1961
M/02973 1
54 UMUM 530.124 Alo f Alonso, Marcelo Fundamental university physics, volume II fields
and waves
Reading, Mass
Addison-Wesley, 1967
M/02976 1
55 UMUM 530.124 Alo f Alonso, Marcelo Fundamental university physics vol.III quantum
and statistical physics
Reading, Mass. :
Addison-Wesley, 1968
M/02977 1
56 UMUM 530.15 Arf m Arfken, George Mathematical methods for physicists, 2nd ed New York: Academic
Press, 1984
M/03047 1
57 UMUM 530.21 Mar m Margenau, Henry The Mathematics of physics and chemistry New Jersey : D. Van
Nostrand Company,
1956
M/02978 1
58 UMUM 531 Got c Goldstein, Herbert Classical mechanics Reading, Mass:
Addison-Wesley
Company, 1959
M/02979 1
59 UMUM 531 Ode f Oden, J. Tinsley Finite elements special problems in solid
mechanics, vol. V
New Jersey: Prentice-
Hall,1984
M/02982 1
60 UMUM 537.6 Sze p Sze, S.M. Physics of semiconductor devices,2nd ed New York: John Wiley
& Sons, 1981
M/02983 1
61 UMUM 540 Kee i Keenan, Charles W. Kimia untuk Universitas, jil.1 Jakarta: Erlangga,
1986
M/04918, M/06531,
M/06550, M/06583
4
62 UMUM 540 Cha k Chang, Raymond Kimia Dasar : konsep inti edisi ke 3 jilid 2 Erlangga, 2003 M/07403 1
63 UMUM 540 Cha k Chang, Raymond Kimia Dasar : konsep-konsep inti edisi ke 3 jilid 1 Erlangga, 2003 M/07793 1
64 UMUM 571.01 Kee m Keener, James Mathematical physiology New York: springer,
1998
cellular physiology; biochemical reactions; cellular homeostasis; membrane
ion channels; excitability; calsium dynamics; bursting electrical activity;
intercellular communication; passive electrical flow in neuros; nonlinear
wave propagation; wave propagation in higher dimensions; cardiac
propagation; calcium waves; regulation of cell function; systems physiology;
cardiac rhythmicty; circulatory systems; blood; respiration; muscle; hormone
physiology; renal physiology; gastrointestinal systems; retina and vision;
inner ear
Q/00350, Q/01046 2
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No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
65 UMUM 621.3 Jav f Javid, Mansour Field analysis and electromagnetics New York: McGraw-Hill
Book Company, 1963
M/02935 (Koleksi
disisihkan ke gudang)
1
66 UMUM 621.3 Ryd e Ryder, John D. Electronic fumdamentals and applications Englewood Cliffs, NJ :
Prentice-Hall ,1950
M/02933 (Koleksi
disisihkan ke gudang)
1
67 UMUM 621.31 Tri i Trick, Timothy N. Introduction to circuit analysis New York: John Wiley
& Sons, 1977
M/02932 (Koleksi
disisihkan ke gudang)
1
68 UMUM 621.392 Bla s Blanchard, Benjamin S. Systems engineering and analysis, 2nd ed. Englewood Cliffs, New
Jersey: Prentice-Hall,
1990
M/02926 1
69 UMUM 622.3 Bra i Brathwaite, Kenmore S. Information engineering analysis and
administration, vol.II Ke
London: CRC Press,
1992
M/02942 1
70 UMUM 622.3 Bra i1 Brathwaite, Kenmore S. Information engineering concepts, vol.I Boston: CRC Press,
1992
M/02945 1
71 UMUM 622.3 Bra i3 Brathwaite, Kenmore S. Information engineering development issues, vol.III London: CRC Press,
1992
M/02944 1
72 UMUM 622.3 Fin i Finkelstein, Clive An Introduction to information engineering from
strategic planning to information systems
New York: Addison-
Wesley Pub.,
Company ,1989
M/02943 1
73 UMUM 622.3 Mar i1 Martin, James Information engineering, book I : introduction New Jersey: Prentice-
Hall, Inc 1989
M/02948 1
74 UMUM 622.3 Mar i2 Martin, James Information engineering, book II: planning and
analysis
New Jersey Prentice-
Hall 1990
M/02947 1
75 UMUM 622.3 Mar i3 Martin, James Information engineering, book III : design and
construction
[s.a] Prentice-Hall,
1990
M/02946 1
76 UMUM 622.3 Nap i Napier, Rick Information engineering and application
development using knowledgeware's case tool set
New York: Prentice-
Hall, 1991
M/02949 1
77 UMUM 658 Buf o Buffa, Elwood S. Operations management problems and models New York: John Wiley
& Sons, 1972
M/02991 1
78 UMUM 658 Sis m Siswanto Sistem komputer manajemen (manajemen
science)
Jakarta: Elex Media
Komputindo, 1990
M/02992 1
79 UMUM 658 Sof p Sofyan, Hanafi Perdagangan berjangka dan Ekonomi Indonesia
Alternatif baru manajemen resiko dan lindung nilai
bagi investor masa depan
Jakarta: Gramedia,
2000
M/05493 1
80 UMUM 658 Uma b Umar,Husein Business an introduction Jakarta: Gramedia,
2003
M/05495 1
81 UMUM 658.5 Hill i Hillier, Frederick S. Introduction to management science a mdeling
and case studies approach with spreadsheets
Boston: McGraw Hill,
2000
linear programming: basic concepts; linear programming: formulation and
applications; what if analysis for linear programming; transportation and
assignment problems; network optimization problems; project management
with pert/cpm; beyond linear programming; using binary integer
programming to deal with yes or no decisions; decision analysis; inventory
management with known demand; inventory management with ucertain
demand; forecasting; queueing models; computer simulation
Q/00748 1
82 UMUM 658.15 Upa Upaya Memperkuat Rupiah (Kumpulan Pemikiran :
Anggito abimanyu, Didik J.Rachibini...et.al.))
Jakarta: Gramedia,
1998
[M/05492, M/05506] 2
Page 323 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
83 UMUM 658.302 Rob s Robbins, Stephen P. Supervision today !, 3rd Upper Saddle River,
NJ: Prentice-Hall, 2001
Pnalling, Control; Group performance; Organizing, staffing, employee
developmnt; defining the supervisors job; understanding supervisory
challenges in the 21st century; planning and control; establishing goals;
solving problems and making decisions; organizing, staffing, and employee
development; organizing an effective department; acquiring the right people;
appraising employee performance; stimulating individual and group
performance; motivating your employees; prodviding effective leadership;
communicationg effectively; supervising groups and work teams; coping
with workplace dynamics; handling confliict, politics, and negotiations;
dealing with change and stress; dosco[;omomg e,[;pyees; the supervisors
role in labor relations; proscript personal development
Q/00150 1
84 UMUM 658.325 Bea e Beam, Burton T. Employee-benefits Burton [s.n] Dearborn
Financial Publishing,
1996
M/02997 1
85 UMUM 658.4 Key i Keyes, Jessica Infortrends the competitive use of information New York: McGraw-Hill
Inc, 1993
M/03000 1
86 UMUM 658.4 Kot f Kotter, John P. A Force for change how leadership differs from
management
New York: The Free
Pres,s 1990
M/02999 1
87 UMUM 658.403 Mat m Mathur,Kamlesh Management Science the art of decicions making London: Prentice-Hall,
1994
M/05609 1
88 UMUM 658 Ste o Stevenson, William J. Operations management, 7th ed. Boston: McGraw Hill,
2002
introduction to operations management; competitiveness, strategy, and
productivity; forecasting; system design; product and service design;
reliability; capacity planning; decision theory; process selection and facility
layout; linear programming; design of work systems; learning curves;
location planning anad analysis; the transportation models; quality; quality
control; acceptance sampling; tqm quality tools; supply chain management;
purchasing and supplier; inventory management; aggregate planing; just in
time systems; maintenance; scheduling; project managemnet; waiting line
and simulations
Q/00825 1
89 UMUM 658.404 Cle p Cleland, David I. Project management strategic design and
implementation
New York: McGraw-
Hill, 1994
Project management; Strategic Design; Implementations; Cleland; Why
Project Management; Project management Process; Use Project
Mangement; Board- Directors; Board-Capital Projects; Project Stakeholder
Management; Strategic Issues; Organizing-Project Mangement; Project
Organization Charting; Project Authorithy; Project Planning; Project
Mangement Information System; Project Control; Project Termination;
Project Manager; Project Leadership; Project Communications; Working-
Project Teams; Continuous Improvement; Cultural Considerations
Q/01382 1
90 UMUM 658.403 8 Spr d Sprague, Ralph H. Decision support for management Upper Saddle River,
NJ: Prentice-Hall, 1996
Decision Support Management; Sprague; Watson; DSS; Past; Present;
Future; Information Executive Truly Need; Management Involment;
Determining Information Requirements; Applying Adaptive Design;
Architecture-DSS; Data Base Reequirenents; Multimensional Data bases;
Guidelines; Document-Based Decision Support; Intelligent Support
Systems; Organizational Strategies; DDS Software Selection; Management
Information; Decision Support Systems; Groupware Products; Group
Decision Suppor Systems; Brainstorming; How Lotus Notes Suppors
Workgoups; Expert Systems; Choosing; CoverStosy-Automated News
Finding-Marketing; Benefits-Decision Support; Assesing EIS Benefits
Q/02328, Q/00118 2
91 UMUM 741.5 Usm p Usman, Hardius Pekerja anak di Indonesia kondisi,determinan dan
eksploitasi (kajian kuantitatif)
Jakarta : Grasindo,
2004
M/05422 1
Page 324 of 325
No Kelompok Peminatan No. Panggil DDC Pengarang Orang Judul Utama Penerbitan Kata Kunci No. Induk Copy
92 UMUM 808 Ker k Keraf, Gorys Komposisi : sebuah pengantar bahasa Nusa Indah M/06552 1
93 UMUM 808.001 Mod Duff, David Modern genre theory in quality control Harlow: Longman,
2000
Filsafat; retorika; Kesusasteraan; benedetto croce criticism; yury tynyanov;
vladimir propp
Q/00155 1
94 UMUM 810 Urb l Urban, Hall Life's Greatest Lesson (20 pelajaran hidup yang
berharga)
Gramedia Pustaka
Utama, 2003
M/07935 1
95 UMUM 973.099 2 Nas f Nash, Raderick From these beginnings a biographical approach to
American history vol.2
New York: Harper &
Row Publisher, 1978
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