
Elementary Linear Programming With Applications
by Kolman, Bernard-
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Summary
Table of Contents
Prologue: Introduction to Operations Research | |
Review of Linear Algebra: Matrices | |
Gauss-Jordan Reduction | |
The Inverse of a Matrix | |
Subspaces | |
Linear Independence and Basis | |
Introduction to Linear Programming: The Linear Programming Problem | |
Matrix Notation | |
Geometry of Linear Programming Problems | |
The Extreme Point Theorem | |
Basic Solutions | |
The Simplex Method: The Simplex Method for Problems in Standard Form | |
Degeneracy and Cycling | |
Artificial Variables | |
Further Topics in Linear Programming: Duality | |
The Duality Theorem | |
Computational Relations between the Primal and Dual Problems | |
The Dual Simplex Method | |
The Revised Simplex Method | |
Sensitivity Analysis | |
Computer Aspects | |
Integer Programming: Examples | |
Cutting Plane Methods | |
Branch and Bound Methods | |
Computer Aspects | |
Special Types of Linear Programming Problems: The Transportation Problem | |
The Assignment Problem | |
Graphs and Networks (Basic Definitions). The Maximal Flow Problem | |
The Shortest Route Problem | |
The Critical Path Method | |
Computer Aspects | |
Appendices: Karmarkar's Algorithm | |
Microcomputer Software | |
SMPX | |
Answers to Odd-Numbered Exercises | |
Index | |
Table of Contents provided by Publisher. All Rights Reserved. |
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