Fundamental methods of mathematical economics - Chiang, Alpha C.; Wainwright, Kevin (New York, NY McGraw Hill LLC, 2005)
PART ONE: INTRODUCTION: 1. The Nature of Mathematical Economics -- 2. Economic Models.
PART TWO: STATIC (OR EQUILIBRIUM) ANALYSIS: 3. Equilibrium Analysis in Economics -- 4. Linear Models and Matrix Algebra -- 5. Linear Models and Matrix Algebra (Continued).
PART THREE: COMPARATIVE-STATIC ANALYSIS: 6. Comparative Statics and the Concept of Derivative -- 7. Rules of Differentiation and Their Use in Comparative Statics -- 8. Comparative-Static Analysis of General-Function Models.
PART FOUR: OPTIMIZATION PROBLEMS: 9. Optimization: A Special Variety of Equlibrium Analysis -- 10. Exponential and Logarithmic Functions -- 11. The Case of More Than One Choice Variable -- 12. Optimization with Equality Constraints -- 13. Further Topics in Optimization.
PART FIVE: DYNAMIC ANALYSIS: 14. Economic Dynamics and Integral Calculus -- 15. Continuous Time: First-Order Differential Equations -- 16. Higher-Order Differential Equations
-- 17. Discrete Time: First-Order Difference Equations -- 18. Higher-Order Difference Equations -- 19. Simultaneous Differential Equations and Difference Equations -- 20. Optimal Control Theory.
Includes index.
McGraw-Hill Education International edition.
Keywords: Economics, Mathematical