Linear Programming and Generalizations

Eric V. Denardo ()
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Eric V. Denardo: Yale University

in International Series in Operations Research and Management Science from Springer, currently edited by Camille C. Price, Joe Zhu and Frederick S. Hillier

Date: 2011
ISBN: 978-1-4419-6491-5
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Chapters in this book:

Ch Chapter 1 Introduction to Linear Programs

Eric V. Denardo

Ch Chapter 10 Vector Spaces and Linear Programs

Eric V. Denardo

Ch Chapter 11 Multipliers and the Simplex Method

Eric V. Denardo

Ch Chapter 12 Duality

Eric V. Denardo

Ch Chapter 13 The Dual Simplex Pivot and Its Uses

Eric V. Denardo

Ch Chapter 14 Introduction to Game Theory

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Ch Chapter 15 A Bi-Matrix Game

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Ch Chapter 16 Fixed Points and Equilibria

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Ch Chapter 17 Convex Sets

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Ch Chapter 18 Differentiation

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Ch Chapter 19 Convex Functions

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Ch Chapter 2 Spreadsheet Computation

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Ch Chapter 20 Nonlinear Programs

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Ch Chapter 3 Mathematical Preliminaries

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Ch Chapter 4 The Simplex Method, Part 1

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Ch Chapter 5 Analyzing Linear Programs

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Ch Chapter 6 The Simplex Method, Part 2

Eric V. Denardo

Ch Chapter 7 A Survey of Optimization Problems

Eric V. Denardo

Ch Chapter 8 Path Length Problems and Dynamic Programming

Eric V. Denardo

Ch Chapter 9 Flows in Networks

Eric V. Denardo

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DOI: 10.1007/978-1-4419-6491-5

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