Principles of Operations Research
Major topics:
1– Introduction
2-Mathematicla modeling
2-1– Practical models
2-2– Integer models
2-3-Mathematical modeling by 0-1 variables
3– Linear algebra and convex analysis
3-1-Linear combination and linear independency
3-2-Matrixes and linear system of equations
3-3-Convex sets and convex functions
4– Convex polyhedrons
4-1-Definitions
4-2– Hyper planes
4-3-Exterem points
4-4-Face of a hyper plane and adjacent extreme points
5-An introduction to Linear Programming
5-1-Feasible region
5-2– Optimality conditions
5-3– Descriptive solution of LP
References:
1- "Linear programming and network flows", by Mokhtar S. Bazaraa, Jpohn J. Jarvis, Hanif D. Sherali
2- "Introduction to mathematical programming", by wayne L. Winston
3– "Model building in mathematical programming", H.P. Williams
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introduction_to_linear_programming.pdf | 824.16 KB |
excercise.zip | 2.2 MB |
3961_0.pdf | 59.9 KB |