Linear Programming and ExtensionsThe influential book that established the mathematical discipline of linear programming |
Contents
1 | |
12 | |
CHAPTER 3 FORMULATING A LINEAR PROGRAMMING MODEL | 32 |
CHAPTER 4 LINEAR EQUATION AND INEQUALITY SYSTEMS | 69 |
CHAPTER 5 THE SIMPLEX METHOD | 94 |
CHAPTER 6 PROOF OF THE SIMPLEX ALGORITHM AND THE DUALITY THEOREM | 120 |
CHAPTER 7 THE GEOMETRY OF LINEAR PROGRAMS | 147 |
CHAPTER 8 PIVOTING VECTOR SPACES MATRICES AND INVERSES | 173 |
CHAPTER 17 NETWORKS AND THE TRANSSHIPMENT PROBLEM | 352 |
CHAPTER 18 VARIABLES WITH UPPER BOUNDS | 368 |
CHAPTER 19 MAXIMAL FLOWS IN NETWORKS | 385 |
CHAPTER 20 THE PRIMALDUAL METHOD FOR TRANSPORTATION PROBLEMS | 404 |
CHAPTER 21 THE WEIGHTED DISTRIBUTION PROBLEM | 413 |
CHAPTER 22 PROGRAMS WITH VARIABLE COEFFICIENTS | 433 |
CHAPTER 23 A DECOMPOSITION PRINCIPLE FOR LINEAR PROGRAMS | 448 |
CHAPTER 24 CONVEX PROGRAMMING | 471 |
CHAPTER 9 THE SIMPLEX METHOD USING MULTIPLIERS | 210 |
CHAPTER 10 FINITENESS OF THE SIMPLEX METHOD UNDER PERTURBATION | 228 |
CHAPTER 11 VARIANTS OF THE SIMPLEX ALGORITHM | 240 |
CHAPTER 12 THE PRICE CONCEPT IN LINEAR PROGRAMMING | 254 |
CHAPTER 13 GAMES AND LINEAR PROGRAMS | 277 |
CHAPTER 14 THE CLASSICAL TRANSPORTATION PROBLEM | 299 |
CHAPTER 15 OPTIMAL ASSIGNMENT AND OTHER DISTRIBUTION PROBLEMS | 316 |
CHAPTER 16 THE TRANSSHIPMENT PROBLEM | 335 |
CHAPTER 25 UNCERTAINTY | 499 |
CHAPTER 26 DISCRETE VARIABLE EXTREMUM PROBLEMS | 514 |
AN EXAMPLE OF FORMULATION AND SOLUTION | 551 |
CHAPTER 28 THE ALLOCATION OF AIRCRAFT TO ROUTES UNDER UNCERTAIN DEMAND | 568 |
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617 | |