Mathematics for Economics (Paperback)

Part I Introduction and Fundamentals
1. Introduction
2. Review of Fundamentals
3. Sequences, Series, and Limits
Part II Univariate Calculus and Optimization
4. Continuity of Functions
5. The Derivative and Differential for Functions of One Variable
6. Optimization of Functions of One Variable
Part III Linear Algebra
7. Systems of Linear Equations
8. Matrices
9. Determinants and the Inverse Matrix
10. Some Advanced Topics in Linear Algebra
Part IV Multivariate Calculus
11. Calculus for Functions of n-Variables
12. Optimization of Functions of n-Variables
13. Constrained Optimization
14. Comparative Statics
15. Concave Programming and the Kuhn-Tucker Conditions
Part V Intergration and Dynamic Methods
16. Integration
17. An Introduction to Mathematics for Economic Dynamics
18. Linear, First-Order Differences Equations
19. Nonlinear, First-Order Fifference Equations
20. Linear, Second-Order Difference Equations
21. Linear, First-Order Differential Equations
22. Nonlinear, First-Order Differential Equations
23. Linear, Second-Order Differential Equations
24. Simultaneous Systems of Differential and Difference Equations
25. Optimal Control Thoery