Preface and Acknowledgments
Part I. Preliminaries
1. Review of Basic Concepts
2. Metric and Normed Spaces
3. Vector Spaces and Linear Transformations
4. Differential Calculus
Part II. Statics
5. Static Models and Comparative Staties
6. Convex Sets and Concave Functions
7. Static Optimization
8. Some Applications to Microeconomics
Part III. Dynamics
9. Dynamical Systems. I: Basic Concepts and Scalar Systems
10. Dynamical Systems. II: Higher Dimensions
11. Dynamical Systems III: Some Applications
12. An Introduction to Dynamic Optimization
13. Some Applications of Dynamic Optimization
Appendix. Solutions to the Problems
Subject Index
Author Index