Part 1. Introduction. 1. The nature of mathematical economics. p.2.-- 2. Economic models. p.8.-- Part 2. Static ( or equilibrium) analysis. 3. Equilibrium analysis in economics. p.38.-- 4. Linear models matrix algebra. p.50.-- 5. Linear models matrix algebra ( continued). p.92.-- Part 3. Comparative-static analysis. 6. Comparative statics the concept of derivatives. p.132.-- 7. Rules of differentiation and their use un comparative statics. p.161.-- 8. Comparative-static analysis of general - fuction models. p.195.-- Part. 4. Optimization problems. 9. Optimization: A special variety of equilibrium analysis. p.231.-- 10. Exponential and logarithmic functions. p.267.-- 11. The case of more than one choice variable. p.308.-- 12. Constrained optimization. p.348.-- Part. 5. Dynamic analysis. 13. Economic dynamics and integral calculus. p.389.-- 14. Continuous time: first-order differential equations. p.423.-- 15. Higher-order differential equations. p.457.-- 16. Discrete time: first-order difference equations. p.503.-- 17. Higher-order diference equations and simultaneous-equation dynamic models. p.532.-- Part 6. Linear programming and game theory. 18. Linear programming. p.574.-- 19. Linear programmaning ( continued). p.618.-- 20. Game theory. p.646.
