Mathematical Programming
Proceedings of an Advanced Seminar Conducted by the Mathematics Research Center, the University of Wisconsin, and the U. S. Army at Madison, September 11-13, 1972
Published on 10. May 2014
308 pages
978-1-4832-6079-2 (ISBN)
Description
Mathematical Programming provides information pertinent to the developments in mathematical programming. This book covers a variety of topics, including integer programming, dynamic programming, game theory, nonlinear programming, and combinatorial equivalence. Organized into nine chapters, this book begins with an overview of optimization of very large-scale planning problems that can be achieved on significant problems. This text then introduces non-stationary policies and determines certain operating characteristics of the optimal policy for a very long planning horizon. Other chapters consider the perfect graph theorem by defining some well-known integer-valued functions of an arbitrary graph. This book discusses as well integer programming that deals with the class of mathematical programming problems in which some or all of the variables are required to be integers. The final chapter deals with the basic theorem of game theory. This book is a valuable resource for readers who are interested in mathematical programming. Mathematicians will also find this book useful.
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T. C. Hu | Stephen M. Robinson
Mathematical Programming
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01/1973
Academic Press
€42.72
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Content
¿PrefaceOn the Need for a System Optimization LaboratoryA Markov Decision ProblemOn the Perfect Graph TheoremA Survey of Integer Programming Emphasizing Computation and Relations Among ModelsThe Group Problems and Subadditive FunctionsCyclic Groups, Cutting Planes, Shortest PathsUse of Cyclic Group Methods in Branch and BoundSimplicial Approximation of an Equilibrium Point for Non-Cooperative N-Person GamesOn Balanced Games without Side PaymentsIndex
