1 Student-Project Allocation with Preferences over Projects David Manlove University of Glasgow Department of Computing Science Joint work with Gregg OMalley.
Computational Methods for Management and Economics Carla Gomes Module 2 (addendum) Revisiting the Divisibility Assumption (Textbook – Hillier and Lieberman)
Convex Programming Brookes Vision Reading Group. Huh? What is convex ??? What is programming ??? What is convex programming ???
OPTIMAL SPARE PARTS ALLOCATION FOR COMPLEX MILITARY SYSTEMS SUBJECT TO PERFORMANCE AND BUDGET CONSTRAINTS USING MONTE CARLO SIMULATION Stas Khoroshevsky.
Models of Computation Prepared by John Reif, Ph.D. Distinguished Professor of Computer Science Duke University Analysis of Algorithms Week 1, Lecture 2.
Example 15.1 Static Workforce Scheduling. Example 15.2 Blending Models.
September 2003 GRASP and path-relinking: Advances and applications 1/82 CEMAPRE GRASP and Path- Relinking: Advances and Applications Celso C. RIBEIRO 7th.
Planning for Local Net Congestion in Global Routing Hamid Shojaei, Azadeh Davoodi, and Jeffrey Linderoth* Department of Electrical and Computer Engineering.
Chapter 6 Integer and Goal Programming Models Jason C. H. Chen, Ph.D. Professor of MIS School of Business Administration Gonzaga University Spokane, WA.
Simultaneous Routing and Resource Allocation in Wireless Networks Mikael Johansson Signals, Sensors and Systems, KTH Joint work with Lin Xiao and Stephen.
Integer Programming Using linear programming to solve discrete problems.
Exercise 11. No.1 (Worse) It is our opinion that, when a decision reaches the final stage, it must be implemented promptly. (Better 1) It is our opinion.
