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Book Categories |
Preface | ||
Acknowledgements | ||
1 | Mathematical Preliminaries | 1 |
2 | Optimization in R[superscript n] | 74 |
3 | Existence of Solutions: The Weierstrass Theorem | 90 |
4 | Unconstrained Optima | 100 |
5 | Equality Constraints and the Theorem of Lagrange | 112 |
6 | Inequality Constraints and the Theorem of Kuhn and Tucker | 145 |
7 | Convex Structures in Optimization Theory | 172 |
8 | Quasi-Convexity and Optimization | 203 |
9 | Parametric Continuity : The Maximum Theorem | 224 |
10 | Supermodularity and Parametric Monotonicity | 253 |
11 | Finite-Horizon Dynamic Programming | 268 |
12 | Stationary Discounted Dynamic Programming | 281 |
Appendix A Set Theory and Logic: An Introduction | 315 | |
Appendix B The Real Line | 323 | |
Appendix C Structures on Vector Spaces | 330 | |
Bibliography | 349 | |
Index | 351 |
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