Progress in Operations Research, Volume 1András Prékopa |
Contents
CONTENTS | 7 |
Z Czerwiński A mathematical model of optimal price system | 145 |
distribution control in the Tiszalök irrigation system | 177 |
Copyright | |
4 other sections not shown
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Common terms and phrases
admissible exchange algorithm application arcs B₁ Budapest capacity coefficient cognitive units COLLOQUIA MATHEMATICA SOCIETATIS considered constraints convex decision decision-makers defined demand denote determined district heating Domschke dynamic programming economic edges EGER HUNGARY enterprise equation fiord fixed given graph Hungarian IMAX integer programming JÁNOS BOLYAI 12 k-th Klingman linear programming LOGEL Markov chain MATHEMATICA SOCIETATIS JÁNOS Mathematical Programming matrix maximal method minimax minimum minimum spanning tree node NOTE NOTE NOTE objective function OPERATIONS RESEARCH optimal price optimal solution optimum oxygen parameters price vector procedure production programming problems PROGRESS IN OPERATIONS quasiunimodal satisfied SOCIETATIS JÁNOS BOLYAI solving spanning tree step stochastic stochastic programming strategy Theorem tion Tisza transformation transportation problem transshipment problems traveling salesman problem unimodal unimodal functions users water management water resources
References to this book
Stochastic Linear Programming Algorithms: A Comparison Based on a Model ... Janos Mayer Limited preview - 1998 |