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Network Interdiction and Stochastic Integer Programming

✍ Scribed by Feng Pan, William S. Charlton (auth.), David L. Woodruff (eds.)


Publisher
Springer US
Year
2003
Tongue
English
Leaves
133
Series
Operations Research/Computer Science Interfaces Series 22
Edition
1
Category
Library

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✦ Synopsis


On March 15, 2002 we held a workshop on network interdiction and the more general problem of stochastic mixed integer programming at the University of California, Davis. JesΓΊs De Loera and I co-chaired the event, which included presentations of on-going research and discussion. At the workshop, we decided to produce a volume of timely work on the topics. This volume is the result. Each chapter represents state-of-the-art research and all of them were refereed by leading investigators in the respective fields. Problems - sociated with protecting and attacking computer, transportation, and social networks gain importance as the world becomes more dep- dent on interconnected systems. Optimization models that address the stochastic nature of these problems are an important part of the research agenda. This work relies on recent efforts to provide methods for - dressing stochastic mixed integer programs. The book is organized with interdiction papers first and the stochastic programming papers in the second part. A nice overview of the papers is provided in the Foreward written by Roger Wets.

✦ Table of Contents


A Stochastic Program for Interdicting Smuggled Nuclear Material....Pages 1-19
Enumerating Near-Min S-T Cuts....Pages 21-49
A Decomposition-Based Pseudoapproximation Algorithm for Network Flow Inhibition....Pages 51-68
Interdicting Stochastic Networks with Binary Interdiction Effort....Pages 69-84
Stochastic Batch-Sizing Problems: Models and Algorithms....Pages 85-103
A Summary and Illustration of Disjunctive Decomposition with Set Convexification....Pages 105-125

✦ Subjects


Optimization; Operations Research, Mathematical Programming; Electronic and Computer Engineering; Calculus of Variations and Optimal Control; Optimization; Operations Research/Decision Theory; Theory of Computation


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