Linear programming and extensions /
| Main Author: | |
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| Format: | Book |
| Language: | English |
| Published: |
Princeton, N.J. :
Princeton University Press,
[1998]
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| Series: | Princeton landmarks in mathematics and physics.
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| Subjects: |
Table of Contents:
- Ch. 1. The Linear Programming Concept
- Ch. 2. Origins and Influences
- Ch. 3. Formulating a Linear Programming Model
- Ch. 4. Linear Equation and Inequality Systems
- Ch. 5. The Simplex Method
- Ch. 6. Proof of the Simplex Algorithm and the Duality Theorem
- Ch. 7. The Geometry of Linear Programs
- Ch. 8. Pivoting, Vector Spaces, Matrices, and Inverses
- Ch. 9. The Simplex Method Using Multipliers
- Ch. 10. Finiteness of the Simplex Method Under Perturbation
- Ch. 11. Variants of the Simplex Algorithm
- Ch. 12. The Price Concept in Linear Programming
- Ch. 13. Games and Linear Programs
- Ch. 14. The Classical Transportation Problem
- Ch. 15. Optimal Assignment and Other Distribution Problems
- Ch. 16. The Transshipment Problem
- Ch. 17. Networks and the Transshipment Problem
- Ch. 18. Variables with Upper Bounds
- Ch. 19. Maximal Flows in Networks
- Ch. 20. The Primal-Dual Method for Transportation Problems
- Ch. 21. The Weighted Distribution Problem
- Ch. 22. Programs with Variable Coefficients
- Ch. 23. A Decomposition Principle for Linear Programs
- Ch. 24. Convex Programming
- Ch. 25. Uncertainty
- Ch. 26. Discrete Variable Extremum Problems
- Ch. 27. Stigler's Nutrition Model: An Example of Formulation and Solution
- Ch. 28. The Allocation of Aircraft to Routes Under Uncertain Demand.