Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model:...

29
Programme E QUADIFF 11 International Conference on Differential Equations Czecho–Slovak series Comenius University Bratislava, Slovakia July 25–29, 2005

Transcript of Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model:...

Page 1: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

Programme

EQUADIFF 11International Conference on Differential Equations

Czecho–Slovak series

Comenius UniversityBratislava, Slovakia

July 25–29, 2005

Page 2: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

�����������

�������������

���������

������ ������ ������ ������ ����� ����� ������

�� ������ ���� � ��������� ������������ ��������� ��� �����!"��#$�%&'������(�

����'�!)��*��+���,

�-.����)� �/!�0��1��� ������� �*�22�'�!����� ���3�!� �$��11)� �*�4.�!�

���2&����� �%'������ �������� ���� �)� ������� ������� �-��2&)&#��

�������������

�56� ��� �7!�22�� ����2���� �*�� .������ �8���#��&� �9�#�!�� �������

���2.�#��&� ���3�!� ��&���������� ��!� �'��� ���2.�.�2�� �/�1�: ���.���

�+���,

�9�#�#����!;<#���� �+�!�����

�+��.'� �+����� �%&'�������

���'�!)������!"��#

�=&�������

*��1�)�>�5&!)��(����

� �������� ���������������������

�������������������������

��������

��� �����

�?���� �4���'��)

�� !����

�9�!�24��

��)��4#��

�9���'�)�� �-�'��1�����?�3�4�

�*������ ���2.�'���@��1����& .�1������������A������A��

����!� ����<���!!�� �7�����

�����������

������������

��� � �������

�*��#� �� ���4.��2#���

���������A���

���!!�)� �*��!#��

�������������������������

������������

������������

=&�!�����3��2�&1��2��<�

?�����!�4��B&�����2����&�������2�����%C-��!�

9��!������1�<<&2����

��1�'�������<�

�����<�4�2

����.��9�3����

���#�2�<!� � ��.�

��<���������� )

�����������

�������"

!�!�#����$��!�

�������1�?��1����

?��4�22�2���1�

.)2����2�2

9&'���4�!���<� ����

<����%C2�

/??!�4�����2��<��.��

4�!4&!&2��<�3��������2

Page 3: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

������ ������ ������ ������ ����� ����� ������

%����!����&��� ��

��������� �������� �������� ��������� ��������� �������� ���������

�D������D���

�5;� �

�E�!<�

�*�!���

���#���F

�*���2!�3�

���,���

�*���.��2�

����G����

�/�&?�

�+.����4.������

�H�������H���

�H������H���

�H������H���

�D�������D���

�5��4.�'�

���� �

�-�'",

�����.&����

��/���

���?4�)�2#��

�����!����

����?��!��4#��

���4.��1�

�I�2#��

�������

����1&!�3"

�@�!#���

�����'����

�C'�!�

�*��4.�3�

�5����

���?<�3"

���1&

�J ���

�K��2�����

�*��4�!!��

�/!�0��1���

�K��3�!.��

�5&����

�8L2#��

�5���

�K.�!� ��

�/����!�

���1�� &���+����!�

�9���'�4.��

�8������

�*���2!�3�

�����4�

�������)���

�E����4��#�

��)&���

�����#�)��

�/!�0��1���

�+��4.&#�

�5�2:�

�*� &�!�

�J3���

�*��2���

�I&#",

�*�M"2�#�

������

����.!�#�

�/���

���1���

�-�'�)&#��

�-��� � ��

�$���4�24��

�K��� ��!��

�K�2�)�

�K��'��2�

��������

���!<����

Page 4: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

MondayPlenary lectures

Herbert AmannA new approach to quasilinear parabolic problems

Hiroshi MatanoComplete and incomplete blow-up in a nonlinear heat equation

Masayasu MimuraTransient pattern formation in reaction–diffusion systems

Lecture room 1Mini-symposium:

On the Navier–Stokes flow with infinite energyorganized by: Y. Giga

Thierry GallayConvergence to equilibrium in two-dimensional viscous flows

Yasunori MaekawaLarge time behaviors of derivatives of the vorticity for the two dimensional Navier–Stokes flow

Jurgen SaalA uniform geostrophic flow affected by rotation: the Ekman boundary layer problem

Yoshikazu GigaThe Navier–Stokes flow with almost periodic initial data

Contributed talksJorg Wolf

Interior regularity of weak solutions to the equations of motion of a class of non-Newtonian fluidMilan Pokorny

On a new approximation scheme for the steady compressible Navier–Stokes equationsMiroslav Posta

Optimal control of Navier–Stokes equations by Oseen approximationMatthias Geissert

Strong Lp-solutions of Navier–Stokes equations in the exterior of a rotating obstacleArup Bhattacharjee

On the dynamics of multi-component heat-conducting incompressible plane flow with temperature de-pendent viscosity

Lecture room 2Mini-symposium:

Rate independent processes and hysteresisorganized by: P. Krejcı

Alexander MielkeEnergetic formulation of hysteresis problems, existence and uniqueness

Dmitrii RachinskiiEquations with inverse Preisach operator

Ulisse StefanelliSweeping processes with monotonicity

4

Page 5: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

Pavel KrejcıNonresonance and energy decay of oscillations in hysteretic media

Contributed talksPetra Kordulova

An example of discontinuous solution for a quasilinear hyperbolic equation with hysteresisVolker Reitmann

Convergence in evolutionary variational inequalities with hysteresis nonlinearitiesEmil Minchev

On a system of nonlinear PDEs with hysteresis effectJana Kopfova

Entropy condition for a quasilinear hyperbolic equation with hysteresis

Lecture room 3Mini-symposium:

Numerical software for PDEsorganized by: K. G. Siebert

Peter BohmDiffpack - A flexible development framework for the numerical modeling and solution of partial differ-ential equations

Robert KlofkornDUNE - Distributed and Unified Numerics Environment

Karsten UrbanFLENS - A Flexible Library for Efficient Numerical Solutions

Kunibert G. SiebertConcepts of the finite element toolbox ALBERTA

Contributed talksJoachim Rang

New Rosenbrock methods of order 3 for PDAEs of Index 2Tomas Oberhuber

On a numerical scheme for the Willmore flowAnna Kepczynska

Implicit difference methods for first order partial differential functional quasilinear equationsKarolina Kropielnicka

Implicit difference methods for parabolic functional differential equationsRichard Liska

Arbitrary Lagrangian Eulerian method for compressible plasma simulations

Lecture room 4Mini-symposium:

Applications of the calculus of variationsorganized by: P. Rabinowitz

Massimiliano BertiNonlinear oscillations in Hamiltonian PDEs

Sergey BolotinShadowing collision chains of the 3 body problem

5

Page 6: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

Margherita NolascoVortices for some self-dual gauge field models

Sławomir RybickiPeriodic solutions of Hamiltonian system in a neighborhood of a degenerate rest point

Contributed talksNorimichi Hirano

Mutiple existence of solutions for semilinear elliptic problemsMiroslav Krbec

Fefferman’s inequality and related topicsKatarzyna Wojteczek

Second order Hardy type integral inequalities in different classes of functionsRyuji Kajikiya

Symmetric mountain pass lemma and multiple solutions of sublinear elliptic equationsRadu Ignat

Energy expansion and vortex location for a 2D rotating Bose–Einstein condensate

Lecture room 5Mini-symposium:

Qualitative studies of parabolic equationsorganized by: P. Polacik

Pavol QuittnerLiouville type theorems for superlinear parabolic equations and applications

Peter PolacikAsymptotic symmetry of positive solutions of parabolic equations: bounded domains reconsidered

Hirokazu NinomiyaThe influence of diffusion and boundary conditions on blowup

Yoshihisa MoritaSome entire solutions to reaction–diffusion equations with bistable nonlinearity

Contributed talksAlexandre Carvalho

Compact convergence and continuity of attractorsJuraj Huska

Harnack inequality and exponential separation for oblique derivative problems on Lipschitz domainsJan W. Cholewa

Semilinear parabolic equations with critical nonlinearitiesAnıbal Rodrıguez-Bernal

Dissipative dynamics of reaction diffusion equations in RN

Cristina MarcelliFinite speed of propagation in monostable degenerate reaction–diffusion–convection equations

Lecture room 6Mini-symposium:

Perturbations in ODEorganized by: F. Dumortier, P. Szmolyan

6

Page 7: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

Freddy DumortierBifurcation of relaxation oscillations

Peter SzmolyanBlow-up analysis of delayed Hopf bifurcations

Nikola PopovicEvans functions and blow-up for degenerate shock waves

Andre VanderbauwhedeDegenerate subharmonic bifurcation in reversible systems

Contributed talksTomoyuki Tanigawa

On oscillation of higher order nonlinear differential equationsFrancesca Ceragioli

Switched systems, discontinuous ODEs and Zeno phenomenonCasey Cremins

A semilinear Birkhoff–Kellogg theorem and applicationKatrin Gelfert

Asymptotic behavior of bi-coupled slow-fast systemsAlexander Boichuk

A set of bounded solutions for perturbed differential and difference systems

Lecture room 7Mini-symposium:

Nonlinear diffusion and motion of interfacesorganized by: M. Benes

Michal BenesQuantitative aspects of microstructure formation in solidification

Tatsuyuki NakakiApproximations for some diffusion and interfaceproblems using singular limit technique

Kenji TomoedaThe support re-splitting phenomemna caused by the interaction between diffusion and absorption

Yohei KashimaA finite element approximation of the Bean critical state model for superconductivity in 3D

Contributed talksJose J. Miguel

Delay logistic model with control parameterIvan Mojsej

On third order advanced nonlinear differential equationsLukas Manasek

On constructing a solution of a boundary value problem for functional differential equationsPetr Stehlık

On discrete boundary value problemsAna M. Pedro

Oscillation and nonoscillation criteria for retarded functional differential equations

7

Page 8: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

������������

���������

������ ������ ������ ������ ����� ����� ������

�� ������ ������������ ������ �� ��������� ! "���#��$��! ������%&�' (��)�*&�� ����+�,

�-� ��&���� ���� � � ������%� �(� �.� �� ���%��.� �/��� �����������

�"��!�� �����'��'�� ��.����� �0�&���� �(�� ����1��%��� �)��'����� ���%2�3�

������������

�(�!!��� ����� ���� �4 ���� �5�.��� �/��� � ���%���3� �0�����

���!����� ���%�� ���������� �"����$$�� �5������ �(�� ��6���7������

���������8���

�8�������8��

��� � �#�� �&�'�

�0�'� �� �9��7�� ����� ��� �#���&�'�

����������

������������� �#!�'��&�&� � ����%&�'�

�:� ���%���

�(������

���� � ������������������

�5� �;�

���+�,

����7&�� ���%�� �

�5�!!�����

�4<!����

��.�&�� ���� ��� �(���!�'�

�-� ��%��

����������� �(�&���7� ������� !� �#��$��!� �=�� �

�5����7&��

�����.�

����������������������������������������� �����

>�!��

>�� %�.�?�/��.��8@�����

���� � ������������������

���!���"�

�����������

#��$�%��

�������������

�������������

��������"

� .�$!�!�7�����'��������<���%�

��7����7

:'���!�����<�7�. !���������!��<�7�

�.����7��� . !�� ���%��$$��7�!���

�%�%� ����&��%�

��<<����!����:A��!��� �6�!��$�B�$��7������%�����!�%�>�$�7

0���������$�������7�$������ �6�!���!�

7��%�!��� ��!���<���!.

0�������������$!�7� . !�� @�!����.���%��$$��7�!���

"�!!��� �������7!������<<� ����

#. !�� �

Page 9: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

������ ������ ������ ������ ����� ����� ������

'����%����(������

��������� �������� �������� ��������� ��������� �������� ���������

�C�������C����D����

�(��3���'�7��-�&�'�����! ���

�B�3� ��BE7���

�F� �����/����G���� �

����&��5�H�&���

�B�� ���(��� �!��

�#�����6���=�� �

�C�������C���#��'�%���

�(�����/� �<��9��� �

����� !�����"H!� 7���

�> �� ������9���

�B�!�����7&��

���'�%���������

�������!������� �I�������

�C������C����"����. ��6�

����&���/����J��9�����

�(������9��J*�&�

���%2�7��/���

�D������������ ����(�7����

�������!������� ������;���

�#�!� ����>���&��

�K�������K����#!�$�����=�! ���

�"�!���9��%�;!�

�(��!������ �� ���

�:� ����D� �� �

�"�!���B���#�����

�4�����5����

�/�2J�5���%�&!�

�K�������K�����7���%��9���;��

�9�!��J����(�&�'��.��'��

�"�%����B����

�0�&���=��!���

�#��� !�����(�����

�/����L�$�*&�

Page 10: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

TuesdayPlenary lectures

John Mallet-ParetCrystallographic pinning in lattice differential equations

Josephus HulshofFree boundary problems in combustion

Georg S. WeissThe singular limit of a reaction–diffusion system arising in solid combustion

Lecture room 1Mini-symposium:

Evolution of crystalline interfacesorganized by: A. Chambolle

Yoshikazu GigaAn application of crystalline curvature to describe bunching phenomena

Piotr RybkaThe question of stability of facets of crystals growing from vapor

Matteo NovagaCrystalline evolutions of convex sets

Antonin ChambolleApproximation of the anisotropic or crystalline curvature flow

Contributed talksVera Miljanovic

On the Shockley–Read–Hall model: generation–recombination in semiconductorsSalvador Moll

A characterization of convex ϕ-calibrable sets in RNPrzemysław Gorka

Evolution of crystals in three dimensionsStephen J. Watson

The crystalline limit of the anisotropic Wilmore flow: coarsening dynamics and scaling lawsRichard Kollar

Stability of vortex solutions to nonlinear Schrodinger equations

Lecture room 2Mini-symposium:

Asymptotic behaviour in fluid mechanicsorganized by: G. Raugel

Dragos IftimieThe small obstacle limit in a viscous incompressible flow

Genevieve RaugelPerturbed Navier–Stokes equations

Grzegorz KarchSmooth and singular solutions to the incompressible Navier–Stokes system

10

Page 11: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

Andro MikelicMethod of homogenization applied to dispersion, convection and reaction in porous media

Contributed talksYakov Goltser

About an appearance of stationary resonance regimes for nonlinear integro-differential equationJosef Kalas

Asymptotic properties of a two-dimensional differential system with delayJaromır Kuben

Asymptotic equivalence of systems of difference equationsPetr Kundrat

On asymptotic properties of linear delay differential equation with a forcing termKatarına Makovinyiova

On the existence of Hopf bifurcation in an Open Economy Model

Lecture room 3Mini-symposium:

Patterns in reaction–diffusion systemsorganized by: D. Hilhorst

Harald GarckePatterns in multicomponent alloy solidification

Cyrill MuratovTraveling wave solutions and propagation phenomena in gradient reaction–diffusion systems

Isamu OhnishiTo be announced

Danielle HilhorstPeak solutions in an elliptic chemotaxis-like system

Contributed talksLajos Loczi

Discretizations of ODE’s near some bifurcation pointsChristian Potzsche

Dynamics near attractive integral manifolds under discretizationMilan Kubıcek

Complex dynamics of CO oxidation in catalytic converterMartin Rasmussen

Morse Decompositions of nonautonomous dynamical systemsPedro Lima

Numerical approximation of singular boundary value problems for a nonlinear differential equation

Lecture room 4Mini-symposium:

Nonlinear elliptic systems, theory and applicationsorganized by: Ph. Souplet

Masayasu MimuraCross-diffusion systems in biology

11

Page 12: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

Nikolaos M. StavrakakisEigenvalue questions on some quasilinear elliptic problems

Boyan SirakovA priori estimates, monotonicity and Liouville theorems for nonvariational elliptic systems

Philippe SoupletNonlinear elliptic systems and Lpδ spaces

Contributed talksAngela Jimenez-Casas

Robin type conditions arising from concentrated potentialsTsang-Hai Kuo

Some existence result to elliptic equations with semilinear coefficientsOldrich John

Interior regularity for weak solutions of nonlinear second order elliptic and parabolic systemsEugen Viszus

A remark on Morrey type regularity for nonlinear elliptic systems of second orderNiki WinterW 2,p-estimates at the boundary for solutions of fully nonlinear, uniformly elliptic equations

Lecture room 5Mini-symposium:

Nonlinear parabolic problems without conditions at infinityorganized by: A. Gladkov

Andrey E. ShishkovPropagation of support in multidimensional higher order degenerate diffusion-convection equation

Alexander GladkovThe Cauchy problem without growth restrictions on the data at infinity

Janos EnglanderUniqueness/nonuniqueness for positive solutions to a class of semilinear equations

Contributed talksDirk Blomker

Stochastic modulation equationsLutz Recke

Local existence and uniqueness for quasilinear parabolic initial boundary value problems with non-smooth data

Violaine Roussier-MichonAsymptotic behaviour of travelling waves in a bistable reaction diffucion equation with respect to non-integrable perturbations

Peter L. SimonEvans function method for some combustion waves

Sebastian MeierA distributed-microstructure model for diffusion and reaction in porous media

Lecture room 6Mini-symposium:

Dynamical systems and applicationsorganized by: M. Feckan

12

Page 13: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

Jan AndresPeriodic solutions of dissipative systems revisited

Flaviano BattelliPeriodic solutions of symmetric elliptic singular systems

Andrzej BieleckiDynamical systems in artificial neural network

Barnabas M. GarayOptimization and the Miranda theorem in detecting horseshoe-type chaos by computer

Contributed talksLuisa Malaguti

Boundary value problems in Banach spaces: a bound sets approachDavid Cheban

Invariant manifolds and almost automorphic solutions of second-order monotone equationsClementa Alonso-Gonzalez

Infinitesimal Poincare’s return for saddle-connectionsImre Bozi

Computing homoclinic orbits for maps with Bogdanov–Takens point

Lecture room 7Mini-symposium:

Differential equations with p-Laplacian and related topicsorganized by: O. Dosly

Gabriella BognarSome properties of the qualilinear analogues of the Hill’s equation

Ondrej DoslyPrincipal solution of half-linear second order differential equations

Norio YoshidaOscillation criteria for half-linear partial differential equations via Picone’s identity

Hwai-chiuan WangOn domains with its indexes

Contributed talksShin-Hwa Wang

Exact multiplicity of positive solutions of a p-Laplacian Dirichlet problemHumberto Ramos Quoirin

A partial extension of the Courant nodal domain theorem to the p-laplacianSatoshi Tanaka

Existence of solutions with prescribed numbers of zeros of two-point boundary value problems for theone-dimensional p-Laplacian

Jirı BenediktQuasilinear problems of the 2nth-order

Jan CepickaComparison of analytical and numerical results for the p-Laplace equation

13

Page 14: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

������������

���������

�� ��� ������������������

��������������� �������������

���������������������

������������������������

����������������������

���������������������

���������

Page 15: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

WednesdayPlenary lectures

Eberhard BaenschFinite element methods for free surface flow

Raphaele HerbinAnalysis tools for finite volume methods in PDEs

Martin RumpfVariational problems in image and surface matching

15

Page 16: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

������������

���������

������ ������ ������ ������ ����� ����� ������

�� ������ ��������� ��������� ������ !��" �����#��$ %���$��&&�'�($)�� �*$!�� +��,��"�#�� +��%�&&$��#

�-��� ��� �.&�/� �����&�� �($�� $� �%���#!��� �-$!�� ���������

�0����&&�� ���&)��� �0��#���� �1!�&�22�� �0�3��� ����"��##$� ���&$"&�)�

������������

�,��$&� �� �!��$� �+!$��"� �-$"4���� �-$!�� ���!5&�� �3�&����

��$���#� ���##!��"� ��#�2!��� ����!��&� �.��� �+��$�� �+!������

(�6�#����"�7$��

!�2���$&����8��#�$�"�

����"�"#��"

+!��(�)�����#$ �"�

9&$6�1�"#��$#�#�� �

��"#��&�"

9�������� �����)���

�8��#�$�"�7$��2!�"��

�!�� ��2�$�&��"

:&$6��2�����$�&������

!��#��8��#�$�"

0�""�2�#�)��!� !���

$������)$&�#�$��

�8��#�$�"�

0�&�����77����#��&�

�8��#�$�"�

+!��"����;�-�&���<'�����

� �������� ���������������������

��������

��������

��������� ��!

�=$)�&&��

�:>� ���

���&!$�"#� ��$�����/� ��?���� � ��$�2&�#� ��&�2@�)�

��� �&�� ���6���� �:&�" ���

������� �������� ���� !��"� �A�� &���

�.����#�� �:����##� �1�#� �

�A�&#!��� �9��"#�����

�%��� �� ����$ ��!�� �%�>�� ���&&�#�1���#�

�B�������B��

�9�!������

����"�"������������������

����������

�������������

���������B���

���!�&$)�

�($)�� �*$!��� �,��"�#��� �%�&&$��#�

+�#&�

�����������

����"�"������������������

�������������

����������������#�����

($�&������2����$&���

�8��#�$�"'�

�22�$/���#�$���"�� �

7���#��)$&����

$����%����&����

Page 17: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

������ ������ ������ ������ ����� ����� ������

'���������(��� ��

��������� �������� �������� ��������� ��������� �������� ���������

�C�������C������&#�

�1�#��

��)�#&����

�� $�$��� $)��

�.&�/������

�0$�$"!��#" ��

�����$�

�9$�#�&$"�

����#��

�%����

�������

�9����"$�

�(� $&�$"����

��#�)�� � �"�

�C�������C���.&�D

���#�"�

�E�����

�F�����!�� $�

�.&�3����$�

�=���&��G2���

����#��

�14�����&��$"

��5"�&$�

��$�)5#!�

�:���5#�

��&��5 �

�. �#��

�%$&�"��6" �

�C������C�����$"#�"&�)�

�=$�5 �

�9�&�/�

���������)

�-$"��

�������������"�

�($��� ��

�H�����

���&���

����)�I

�J���� �

��)$�$���

�0�&��$��

�1��K5 �

�<�������<����-���

�9������

����"��

��$� ��$�

���� �"�

���&&��

�H���

��&��"�

�1�#��

�(�@�"�&�

�-$��7�

�0K������

�+$��"��

�0&$# $�

�<�������<�����&)��$��

�=�&&� �"�

�1�#��

�+$����� �

�.���&����

�*������

�9�&���

����!G"

�:���!����

������A�����

�A$3����!�

�*����$�"�

Page 18: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

ThursdayPlenary lectures

Paul RabinowitzSome aspects of an Aubry–Mather theory for PDE’s

Laurent VeronCapacitary estimates of solutions of semilinear parabolic equations

Pavel DrabekThe p-Laplacian – mascot of nonlinear analysis

Lecture room 1Mini-symposium:

Nonlinear parabolic equations, approximation using finite volume methodsorganized by: R. Eymard

Juergen FuhrmannFinite volume schemes for nonlinear convection–diffusion problems based on local Dirichlet problems

Danielle HilhorstA combined finite volume–nonconforming finite element scheme for a degenerate parabolic equation

Karol MikulaFinite volume methods in image processing

Robert EymardFinite volumes schemes for nonlinear parabolic problems: a regularization method

Contributed talksMalte A. Peter

Different scalings in homogenisation of reaction, diffusion and interfacial exchange in a two-phase medi-um

Ales MatasExistence, uniqueness and regularity of the solution of the String–Beam System

Rostislav VodakAsymptotic analysis of elastic curved rods

Jan FrancuModeling of liquid flow in vaneless motors

Lecture room 2Mini-symposium:

The Navier–Stokes flow past rotating obstaclesorganized by: M. Hieber

Alex MahalovNon blow-up of the 3D Euler equations for a class of three-dimensional initial data in cylindrical do-mains

Sylvie MonniauxNavier–Stokes equations in Lipschitz domains

Okihiro SawadaRemarks on the incompressible Navier–Stokes flows for linearly growing initail data

18

Page 19: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

Matthias HieberThe Navier–Stokes flow in the exterior of a rotating obstacle

Contributed talksSvetlana Ogorodnikova

Multiple solutions of nonlinear BVPs for equations with critical pointsInara Yermachenko

Multiple solutions of nonlinear BVPs by the quasilinearization processFelix Sadyrbaev

On Nehari solutionsLuisa Morgado

Analytical-numerical approach to singular boundary value problems for an Emden/Fowler equationSalvador Villegas

Optimal Lyapunov inequalities and applications to nonlinear problems

Lecture room 3Mini-symposium:

Free energy driven equations for phase change problemsorganized by: S. Luckhaus

Harald GarckePhase field models for surface diffusion

Dietmar HombergOn a thermomechanical model of surface heat treatments

Thomas BlesgenOn qualitative and quantitative mathematical models for diffusion induced segregation processes

Stephan LuckhausNucleation of small balls for the Landau Ginzburg functional

Contributed talksAlexander Domoshnitsky

Oscillation properties of functional equations in spaces of functions of several variablesAlejandro Vidal-Lopez

Extremal equilibria for parabolic non-linear reaction–diffusion equationsJose Sabina de Lis

Diffusion problems with bifurcation driven by the boundary conditionsMarkus Lilli

Classical solutions for non-elliptic Euler–Lagrage equations via continuationPetr Tomiczek

Saddle point theorem and Fredholm alternative

Lecture room 4Mini-symposium:

Blow-up in nonlinear heat equationsorganized by: H. Matano

Noriko MizoguchiBlowup problem for a supercritical heat equation

19

Page 20: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

Philippe SoupletGradient blow-up and global existence for viscous Hamilton–Jacobi equations

Jose M. ArrietaBlow up in reaction–diffusion equations with nonlinear boundary conditions

Michael WinklerOptimal grow-up rate in a supercritical semilinear heat equation

Contributed talksMarco Fontelos

Finite time singularities in transport equations with nonlocal velocities and fluxesMayte Perez-Llanos

Numerical blow-up for the p-Laplacian equation with a sourceNoriaki Umeda

On blow up at space infinity for semilinear heat equationsUri Elias

Critical points at infinity and blow up of solutions of autonomous polynomial differential systemsAurelian Cernea

Necessary optimality conditions for differential-difference inclusions via derived cones

Lecture room 5Mini-symposium:

Dissipative higher order evolution equationsorganized by: Giacomelli, Novick-Cohen

Gunther GrunOptimal lower bounds on waiting times for degenerate parabolic equations and systems

Dejan SlepcevCoarsening in thin-film equations: upper bound on coarsening rate

John BarrettSoluble surfactant spreading on a thin film

Amy Novick-CohenOn a degenerate Allen–Cahn/Cahn–Hilliard system

Contributed talksMaite Grau

On the stability of periodic orbits for differential systems in RnLaszlo Horvath

Special Bihari type integral inequalitiesMilan Medved’

Nonlinear integral inequalities with singular kernels and their applicationsPetr Necesal

The beam operator and the Fucik spectrumFeliz Minhos

Lower and upper solutions method for a fully nonlinear elastic beam equation simply supported

Lecture room 6Mini-symposium:

Delay differential equations

20

Page 21: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

organized by: T. Krisztin

John Mallet-ParetSingular State-Dependent Delay Equations: Asymptotics and Stability

Hans-Otto WaltherState-dependent delays, linearization, and periodic solutions

Mihaly PitukA Perron type theorem for functional differential equations

Tibor KrisztinSmooth invariant manifolds for state dependent FDEs

Contributed talksMarcia Federson

Existence and impulsive stability for second order retarded differential equationsBernat Slezak

On the noncontinuable solutions of retarded functional differential equationsZdenek Svoboda

Positive solutions of p-type retarded functional linear differential equationsJozef Dzurina

Asymptotic properties of third order differential equations with deviating argumentsBernhard Lani-Wayda

Connecting orbits in analytical sine-like delay equations

Lecture room 7Mini-symposium:

New trends for hyperbolic equations and systemsorganized by: T. Gallouet

Raimund BurgerConservation laws and related equations with discontinuous flux modeling clarifier-thickener units

Miloslav FeistauerHigher order methods for the numerical solution of the compressible Euler equations

Julien VovelleConservation laws with flux with discontinuous coefficients: the question of uniqueness of solution

Thierry GallouetNumerical methods for hyperbolic systems with discontinuous coefficients or sources terms

Contributed talksNikolaos M. Stavrakakis

On some Klein–Gordon–Schrodinger type systemsAgata Gołaszewska

Caratheodory solutions to quasi-linear hyperbolic systems of partial differential equations with statedependent delays

Dalibor PrazakA remark on characterization of entropy solutions using Colombeau’s algebra of generalized functions

Tomasz DlotkoStrongly damped wave equation in uniform spaces

Wojciech CzernousGeneralized solutions of mixed problems for first order partial functional differential equations

21

Page 22: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

������������

���������

������ ������ ������ ������ ����� ����� ������

�� ������ ����������� ������������ ���������� !��"�#$� ���"�%���

�&�������� �&�����'� �(��$���� �)��'*� �+������� �����,��,��

�-��������� �.������ ���� �'� �!���/� �&��*��� �+�0����

������������

���$���� ��12��� �+�0���� �3����� ������� �!�,���

�+�������� �"������� ������'� �3����� ������ �!4����

����������

�������������

�3�5������

6� ������������7$���������������������5�,�

�(�89�

�:�� ��� ������ ���

;'��*�,���/�5���������������������3;��

6���������5���0���,�5��0��*������ $����

���$�����

:����,����$*���,������$���/��������5����

5��0��*�

<$������� ��5��5��������/�

���$���������3;��&���� :�����0$�����������=���*��>

���������?��� ����������� �"������� ��������� �"�%���� �&�0���

�?�������?��

�.������� �(� ��������@����'�

����0���� �A�,���� ���*��� � �"�#$�� ������,��

����������

�����'�B�!$�'���C�����

���� � ������������������

��������������������������������

������ ���

! � �"����#�� �

���� � ������������������

�)��������� �"����������%� � �(�������� �������� � ������� �#�

����������� $��%���&����

�������������

�������������'��!�(���&

��������(

Page 23: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

������ ������ ������ ������ ����� ����� ������

����� ����)������

��������� �������� �������� ��������� ��������� �������� ���������

�D�������D����.'��� �����

������3������+����

�E4���F����*���

�!���/��;��9��

�!��G ��,����&�����

������������!���H�

�I�������+������

�D�������D���J4����

�6�#��� 4�;�*��������"�� �������

�6������;�����

�.�������($����%��

�������;���*���

�(���**���(������.��������

�E����������� 0�

�D������D����;$,�.$'��6 $'���

���������������+�0����

�6���������(��������

�!�89�)����

�!�89���H���

�6������-����������

�+�/��������+�*�����

Page 24: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

FridayPlenary lecturesSergei Yakovenko

Hidden lattice structures and oscillatory behavior of systems of polynomial ordinary differential equa-tions

Charlie ElliottFinite elements and evolving surfaces

Alex MahalovGlobal regularity of the 3D Navier–Stokes equations with uniformly large initial vorticity

Lecture room 1Mini-symposium:

Navier–Stokes equations and related topicsorganized by: E. Feireisl

Toshiaki HishidaStationary Navier–Stokes flows around a rotating obstacle

Yoshihiro ShibataOn the Stokes equation with Neumann boundary condition.

Eduard FeireislOn the mathematical theory of viscous, compressible, and heat conducting fluids

Reinhard FarwigSuitable weak solutions of the Navier–Stokes equations in arbitrary unbounded domains

Contributed talksHyeong Ohk Bae

Temporal and spatial decay rates of Navier–Stokes solutions in an exterior domainSarka Necasova

On the steady fall of a rigid body in linear viscous fluidDuc Huy Nguyen

On the solvability of a class of stationary generalized Stokes problem

Lecture room 2Mini-symposium:

Dynamics of patterns in nonlinear PDEsorganized by: B. SandstedeThierry Gallay

Existence and stability of asymmetric Burgers vorticesHannes Uecker

Validity of amplitude equations for electro-convection in nematic liquid crystalsBjorn Sandstede

Eigenvalues near the absolute spectrum of spiral wavesKarsten Matthies

Travelling waves in heterogenous media and exponential averaging

Contributed talksPeter Rand

Asymptotic analysis of a nonlinear partial differential equation in a semicylinder

24

Page 25: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

Dimitrios KravvaritisOn a nonlinear evolution equation

Salah-Eddine RebiaiNonlinear boundary stabilization of the Schrodinger equation with variable coefficients

Lecture room 3Mini-symposium:

Nonlinear parabolic problems: singular solutionsorganized by: A. ShishkovManuela Chaves

On the growth rate of blowup solutions of somesemilinear and quasilinear equations of parabolictypeSergey Shmarev

Elliptic equations with nonhomogeneous nonlinearity: existence and localization properties of solutionsRobert Kersner

Instantaneous extinction, step discontinuity and blow-up phenomena in reaction–diffusion theoryAndrey E. Shishkov

Higher order quasilinear parabolic equations with singular initial data

Contributed talksLaszlo Simon

On non-uniformly parabolic functional differential equationsNiall Dodds

Spectral properties of non-local operatorsNikolaos M. Matzakos

Boundary value problems for strongly nonlinear differential inclusions

Lecture room 4Mini-symposium:

Critical numerical issues for transport problemsorganized by: J. KacurVadym Aizinger

A discontinuous Galerkin method for flow and transportJozef Kacur

Solution of inverse problems in contaminant transport with adsorptionPeter Bastian

A monotone Eulerian–Lagrangian localized adjoint scheme for convection-dominated transportPeter Frolkovic

High-resolution finite volume methods for advection equations on general grids

Contributed talksJosef Dalık

Numerical modelling of the simultaneous heat and moisture transport in porous mediaHideki Murakawa

On a linear approximation scheme to the classical Stefan problemJirı Vala

On a numerical model of phase transformation in substitutional alloys

25

Page 26: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

Lecture room 5Mini-symposium:

Qualitative properties of solutions to PDEsorganized by: B. KawohlRolando Magnanini

Stationary isothermic surfacesThomas Bartsch

Nodal solutions of semilinear elliptic equationsBernd Kawohl

Overdetermined problems and the p-LaplacianEnzo Vitillaro

Heat equation with dynamical boundary conditions of reactive type

Contributed talksJ. Ignacio Tello

On the stability of solutions for a mathematical model of PDEs arising in chemotaxisBodo Dittmar

Sums of free membrane eigenvaluesJirı Fiser

Dimensions of attractors of iterated multifunction systems

Lecture room 6Contributed talks:Francesca Papalini

Non-autonomous boundary value problems on the real lineRobert Marık

Riccati technique for half-linear PDEJacek Tabor

Oscillation almost everywhereJanos Karsai

Attractivity results for nonlinearly damped second order oscillator equationsFrantisek Jaros

Strict ϕ-disconjugacy of n-th order linear differential equations with delaysMohammad Mahdi Hosseini

A modified spectral method for ODEs with non-analytic or impulse solutionNikos Yannakakis

Some generalizations of the Lax–Milgram theorem

Lecture room 7Contributed talks:Wiktor Radzki

On the structure of the set of bifurcation points of periodic solutions for multiparameter Hamiltoniansystems

Leonard K. ShilgbaOn periodic and homoclinic orbits of a class of non-autonomous Hamiltonian systems

Rafael O. RamirezInverse problem in celestial mechanics

26

Page 27: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

Programme indexAizinger, Vadym: Fr, Room 4; No. 1Alonso-Gonzalez, Clementa: Tu, Room 6; No. 8Amann, Herbert: Mo, Room 1; No. 1Andres, Jan: Tu, Room 6; No. 1Arrieta, Jose M.: Th, Room 4; No. 3Bohm, Peter: Mo, Room 3; No. 1Burger, Raimund: Th, Room 7; No. 1Bae, Hyeong Ohk: Fr, Room 1; No. 5Baensch, Eberhard: We, Room 1; No. 1Barrett, John: Th, Room 5; No. 3Bartsch, Thomas: Fr, Room 5; No. 2Bastian, Peter: Fr, Room 4; No. 3Battelli, Flaviano: Tu, Room 6; No. 2Benes, Michal: Mo, Room 7; No. 1Benedikt, Jirı: Tu, Room 7; No. 8Berti, Massimiliano: Mo, Room 4; No. 1Bhattacharjee, Arup: Mo, Room 1; No. 9Bielecki, Andrzej: Tu, Room 6; No. 3Blomker, Dirk: Tu, Room 5; No. 5Blesgen, Thomas: Th, Room 3; No. 3Bognar, Gabriella: Tu, Room 7; No. 1Boichuk, Alexander: Mo, Room 6; No. 9Bolotin, Sergey: Mo, Room 4; No. 2Bozi, Imre: Tu, Room 6; No. 9Carvalho, Alexandre: Mo, Room 5; No. 5Ceragioli, Francesca: Mo, Room 6; No. 6Cernea, Aurelian: Th, Room 4; No. 9Cepicka, Jan: Tu, Room 7; No. 9Cremins, Casey: Mo, Room 6; No. 7Czernous, Wojciech: Th, Room 7; No. 9Dzurina, Jozef: Th, Room 6; No. 8Dalık, Josef: Fr, Room 4; No. 5Dittmar, Bodo: Fr, Room 5; No. 6Dlotko, Tomasz: Th, Room 7; No. 8Dosly, Ondrej: Tu, Room 7; No. 2Dodds, Niall: Fr, Room 3; No. 6Domoshnitsky, Alexander: Th, Room 3; No. 5Drabek, Pavel: Th, Room 1; No. 3Dumortier, Freddy: Mo, Room 6; No. 1Elias, Uri: Th, Room 4; No. 8Elliott, Charlie: Fr, Room 1; No. 2Englander, Janos: Tu, Room 5; No. 3Eymard, Robert: Th, Room 1; No. 4Farwig, Reinhard: Fr, Room 1; No. 4Federson, Marcia: Th, Room 6; No. 5Feireisl, Eduard: Fr, Room 1; No. 3Feistauer, Miloslav: Th, Room 7; No. 2

Fiser, Jirı: Fr, Room 5; No. 7Fontelos, Marco: Th, Room 4; No. 5Francu, Jan: Th, Room 1; No. 8Frolkovic, Peter: Fr, Room 4; No. 4Fuhrmann, Juergen: Th, Room 1; No. 1Gorka, Przemysław: Tu, Room 1; No. 7Gallay, Thierry: Mo, Room 1; No. 1Gallay, Thierry: Fr, Room 2; No. 1Gallouet, Thierry: Th, Room 7; No. 4Garay, Barnabas M.: Tu, Room 6; No. 4Garcke, Harald: Tu, Room 3; No. 1Garcke, Harald: Th, Room 3; No. 1Geissert, Matthias: Mo, Room 1; No. 8Gelfert, Katrin: Mo, Room 6; No. 8Giga, Yoshikazu: Mo, Room 1; No. 4Giga, Yoshikazu: Tu, Room 1; No. 1Gladkov, Alexander: Tu, Room 5; No. 2Gołaszewska, Agata: Th, Room 7; No. 6Goltser, Yakov: Tu, Room 2; No. 5Grau, Maite: Th, Room 5; No. 5Grun, Gunther: Th, Room 5; No. 1Homberg, Dietmar: Th, Room 3; No. 2Huska, Juraj: Mo, Room 5; No. 6Herbin, Raphaele: We, Room 1; No. 2Hieber, Matthias: Th, Room 2; No. 4Hilhorst, Danielle: Tu, Room 3; No. 4Hilhorst, Danielle: Th, Room 1; No. 2Hirano, Norimichi: Mo, Room 4; No. 5Hishida, Toshiaki: Fr, Room 1; No. 1Horvath, Laszlo: Th, Room 5; No. 6Hosseini, Mohammad Mahdi: Fr, Room 6; No. 6Hulshof, Josephus: Tu, Room 1; No. 2Chambolle, Antonin: Tu, Room 1; No. 4Chaves, Manuela: Fr, Room 3; No. 1Cheban, David: Tu, Room 6; No. 7Cholewa, Jan W.: Mo, Room 5; No. 7Iftimie, Dragos: Tu, Room 2; No. 1Ignat, Radu: Mo, Room 4; No. 9Jaros, Frantisek: Fr, Room 6; No. 5Jimenez-Casas, Angela: Tu, Room 4; No. 5John, Oldrich: Tu, Room 4; No. 7Kacur, Jozef: Fr, Room 4; No. 2Kajikiya, Ryuji: Mo, Room 4; No. 8Kalas, Josef: Tu, Room 2; No. 6Karch, Grzegorz: Tu, Room 2; No. 3Karsai, Janos: Fr, Room 6; No. 4Kashima, Yohei: Mo, Room 7; No. 4Kawohl, Bernd: Fr, Room 5; No. 3Kepczynska, Anna: Mo, Room 3; No. 7

Page 28: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

Kersner, Robert: Fr, Room 3; No. 3Klofkorn, Robert: Mo, Room 3; No. 2Kollar, Richard: Tu, Room 1; No. 9Kopfova, Jana: Mo, Room 2; No. 8Kordulova, Petra: Mo, Room 2; No. 5Kravvaritis, Dimitrios: Fr, Room 2; No. 6Krbec, Miroslav: Mo, Room 4; No. 6Krejcı, Pavel: Mo, Room 2; No. 4Krisztin, Tibor: Th, Room 6; No. 4Kropielnicka, Karolina: Mo, Room 3; No. 8Kubıcek, Milan: Tu, Room 3; No. 7Kuben, Jaromır: Tu, Room 2; No. 7Kundrat, Petr: Tu, Room 2; No. 8Kuo, Tsang-Hai: Tu, Room 4; No. 6Loczi, Lajos: Tu, Room 3; No. 5Lani-Wayda, Bernhard: Th, Room 6; No. 9Lilli, Markus: Th, Room 3; No. 8Lima, Pedro: Tu, Room 3; No. 9Liska, Richard: Mo, Room 3; No. 9Luckhaus, Stephan: Th, Room 3; No. 4Manasek, Lukas: Mo, Room 7; No. 7Marık, Robert: Fr, Room 6; No. 2Maekawa, Yasunori: Mo, Room 1; No. 2Magnanini, Rolando: Fr, Room 5; No. 1Mahalov, Alex: Th, Room 2; No. 1Mahalov, Alex: Fr, Room 1; No. 3Makovinyiova, Katarına: Tu, Room 2; No. 9Malaguti, Luisa: Tu, Room 6; No. 5Mallet-Paret, John: Tu, Room 1; No. 1Mallet-Paret, John: Th, Room 6; No. 1Marcelli, Cristina: Mo, Room 5; No. 9Matano, Hiroshi: Mo, Room 1; No. 2Matas, Ales: Th, Room 1; No. 6Matthies, Karsten: Fr, Room 2; No. 4Matzakos, Nikolaos M.: Fr, Room 3; No. 7Medved’, Milan: Th, Room 5; No. 7Meier, Sebastian: Tu, Room 5; No. 9Mielke, Alexander: Mo, Room 2; No. 1Miguel, Jose J.: Mo, Room 7; No. 5Mikelic, Andro: Tu, Room 2; No. 4Mikula, Karol: Th, Room 1; No. 3Miljanovic, Vera: Tu, Room 1; No. 5Mimura, Masayasu: Mo, Room 1; No. 3Mimura, Masayasu: Tu, Room 4; No. 1Minhos, Feliz: Th, Room 5; No. 9Minchev, Emil: Mo, Room 2; No. 7Mizoguchi, Noriko: Th, Room 4; No. 1Mojsej, Ivan: Mo, Room 7; No. 6Moll, Salvador: Tu, Room 1; No. 6

Monniaux, Sylvie: Th, Room 2; No. 2Morgado, Luisa: Th, Room 2; No. 8Morita, Yoshihisa: Mo, Room 5; No. 4Murakawa, Hideki: Fr, Room 4; No. 6Muratov, Cyrill: Tu, Room 3; No. 2Nakaki, Tatsuyuki: Mo, Room 7; No. 2Necasova, Sarka: Fr, Room 1; No. 6Necesal, Petr: Th, Room 5; No. 8Nguyen, Duc Huy: Fr, Room 1; No. 7Ninomiya, Hirokazu: Mo, Room 5; No. 3Nolasco, Margherita: Mo, Room 4; No. 3Novaga, Matteo: Tu, Room 1; No. 3Novick-Cohen, Amy: Th, Room 5; No. 4Oberhuber, Tomas: Mo, Room 3; No. 6Ogorodnikova, Svetlana: Th, Room 2; No. 5Ohnishi, Isamu: Tu, Room 3; No. 3Perez-Llanos, Mayte: Th, Room 4; No. 6Potzsche, Christian: Tu, Room 3; No. 6Papalini, Francesca: Fr, Room 6; No. 1Pedro, Ana M.: Mo, Room 7; No. 9Peter, Malte A.: Th, Room 1; No. 5Pituk, Mihaly: Th, Room 6; No. 3Posta, Miroslav: Mo, Room 1; No. 7Pokorny, Milan: Mo, Room 1; No. 6Polacik, Peter: Mo, Room 5; No. 2Popovic, Nikola: Mo, Room 6; No. 3Prazak, Dalibor: Th, Room 7; No. 7Quittner, Pavol: Mo, Room 5; No. 1Rabinowitz, Paul: Th, Room 1; No. 1Radzki, Wiktor: Fr, Room 7; No. 5Rachinskii, Dmitrii: Mo, Room 2; No. 2Ramirez, Rafael O.: Fr, Room 7; No. 7Ramos Quoirin, Humberto: Tu, Room 7; No. 6Rand, Peter: Fr, Room 2; No. 5Rang, Joachim: Mo, Room 3; No. 5Rasmussen, Martin: Tu, Room 3; No. 8Raugel, Genevieve: Tu, Room 2; No. 2Rebiai, Salah-Eddine: Fr, Room 2; No. 7Recke, Lutz: Tu, Room 5; No. 6Reitmann, Volker: Mo, Room 2; No. 6Rodrıguez-Bernal, Anibal: Mo, Room 5; No. 8Roussier-Michon, Violaine: Tu, Room 5; No. 7Ruiz, David: Th, Room 3; No. 5Rumpf, Martin: We, Room 1; No. 3Rybicki, Sławomir: Mo, Room 4; No. 4Rybka, Piotr: Tu, Room 1; No. 2Saal, Jurgen: Mo, Room 1; No. 3Sabina de Lis, Jose: Th, Room 3; No. 7Sadyrbaev, Felix: Th, Room 2; No. 7

Page 29: Programme - iam.fmph.uniba.sk · Vera Miljanovic On the ShockleyŒReadŒHall model: generationŒrecombination in semiconductors ... Luisa Malaguti Boundary value problems in Banach

Sandstede, Bjorn: Fr, Room 2; No. 3Sawada, Okihiro: Th, Room 2; No. 3Shibata, Yoshihiro: Fr, Room 1; No. 2Shilgba, Leonard K.: Fr, Room 7; No. 6Shishkov, Andrey E.: Tu, Room 5; No. 1Shishkov, Andrey E.: Fr, Room 3; No. 4Shmarev, Sergey: Fr, Room 3; No. 2Siebert, Kunibert G.: Mo, Room 3; No. 4Simon, Peter L.: Tu, Room 5; No. 8Simon, Laszlo: Fr, Room 3; No. 5Sirakov, Boyan: Tu, Room 4; No. 3Slepcev, Dejan: Th, Room 5; No. 2Slezak, Bernat: Th, Room 6; No. 6Souplet, Philippe: Tu, Room 4; No. 4Souplet, Philippe: Th, Room 4; No. 2Stavrakakis, Nikolaos M.: Tu, Room 4; No. 2Stavrakakis, Nikolaos M.: Th, Room 7; No. 5Stefanelli, Ulisse: Mo, Room 2; No. 3Stehlık, Petr: Mo, Room 7; No. 8Svoboda, Zdenek: Th, Room 6; No. 7Szmolyan, Peter: Mo, Room 6; No. 2Tabor, Jacek: Fr, Room 6; No. 3Tanaka, Satoshi: Tu, Room 7; No. 7Tanigawa, Tomoyuki: Mo, Room 6; No. 5Tello, J. Ignacio: Fr, Room 5; No. 5Tomiczek, Petr: Th, Room 3; No. 9Tomoeda, Kenji: Mo, Room 7; No. 3Uecker, Hannes: Fr, Room 2; No. 2Umeda, Noriaki: Th, Room 4; No. 7Urban, Karsten: Mo, Room 3; No. 3Veron, Laurent: Th, Room 1; No. 2Vala, Jirı: Fr, Room 4; No. 7Vanderbauwhede, Andre: Mo, Room 6; No. 4Vidal-Lopez, Alejandro: Th, Room 3; No. 6Villegas, Salvador: Th, Room 2; No. 9Viszus, Eugen: Tu, Room 4; No. 8Vitillaro, Enzo: Fr, Room 5; No. 4Vodak, Rostislav: Th, Room 1; No. 7Vovelle, Julien: Th, Room 7; No. 3Walther, Hans-Otto: Th, Room 6; No. 2Wang, Hwai-chiuan: Tu, Room 7; No. 4Wang, Shin-Hwa: Tu, Room 7; No. 5Watson, Stephen J.: Tu, Room 1; No. 8Weiss, Georg S.: Tu, Room 1; No. 3Winkler, Michael: Th, Room 4; No. 4Winter, Niki: Tu, Room 4; No. 9Wojteczek, Katarzyna: Mo, Room 4; No. 7Wolf, Jorg: Mo, Room 1; No. 5Yakovenko, Sergei: Fr, Room 1; No. 1

Yannakakis, Nikos: Fr, Room 6; No. 7Yermachenko, Inara: Th, Room 2; No. 6Yoshida, Norio: Tu, Room 7; No. 3