| Preface | |
| 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 | |
| Bibliography | |
| Index | |
