讲义包括如下十五部分：
Lecture Note 1. Optimization with Equality Constraints；
Lecture Note 2. Optimization with Inequality Constraints The Kuhn-Tucker Theory (Calculus-Based Approach)；
Lecture Note 3. Convexity and Separation Theorem；
Lecture Note 4. The Farkas Lemma；
Lecture Note 5. The Proof of the Kuhn-Tucker Theorem；

Lecture Note 6. Convex Optimization Problems；
Lecture Note 7. More General Convex Optimization Problems；
Lecture Note 8. Infinite Horizon Convex Optimization Problem and the Transversality Condition；
Lecture Note 9. Basic Topology of R1；
Lecture Note 10. Basic Topology of Rl；

Lecture Note 11. Continuous Functions and the Weierstrass Theorem；
Lecture Note 12. Comparative Statics of Optimal Solutions；
Lecture Note 13. Basic Dynamic Programming；
Lecture Note 14. Fixed Point Theorem；
Lecture Note 15. The Existence of Nash Equilibrium。

谢谢~

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