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Mathematical Methods for Economics : Tools and Applications

By: Contributor(s): Publication details: Nairobi East African Educational Publishers 2008cDescription: xiv,751p.: ill. 25cmISBN:
  • 9789966254931
DDC classification:
  • 23
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Holdings
Item type Current library Call number Copy number Status Date due Barcode
Book Closed Access Book Closed Access Natural Resources and Environmental Sciences Library Available
Book Closed Access Book Closed Access Natural Resources and Environmental Sciences Library MUK (Browse shelf(Opens below)) 1 Available 0015493

TABLE OF CONTENTS

PART ONE: INTRODUCTION
Contents v
Dedication xii
Preface xiii
Acknowledgements xiv
1. The necessity for a Mathematical Approach in Economics 2-6
2. Basic Principles in Scalar Algebra 7-53
3. Linear and Quadratic Equations and Inequations 61-71

PART TWO: UNIVARIATE FUNCTIONS AND FINANCIAL ECONOMICS
4. Univariate Functions-77-97
5. Univariate Nonlinear Functions 103-123
6. Exponential and Logarithmic Functions 126-158
7. Mathematics of Finance 163-196

PART THREE: THE DERIVATIVE AND DIFFERENTIATION OF UNIVARIATE FUNCTIONS
8. Differentiation I: From Limits to The Derivative 204-217
9. A Selection of Functions I: A Set of Functions Frequently Applied in Economics 227- 243
10. Differentiation II: Rules of Differentiation and Polynomial Approximations 249-300
11. A Selection of Functions II: Additional Functions Frequently Applied in Economics 304-324
12. Differentiation III: Exponential and Logarithmic Functions 330- 349

PART FOUR: BIVARIATE AND MULTIVARIATE FUNCTIONS AND COMPARATIVE STATIC ANALYSIS
13. Bivariate, Multivariate, Specific and General Functions 353-358
14. Partial Differentiation and Comparative Static Analysis 362-387
15. Differentials 393-410
PART FIVE: MATRIX ALGEBRA
16. Matrix Algebra I: Basic Concepts 415- 449
17. Matrix Algebra II: Determinants, Matrix Inverse, and Systems of Equations 457-504
18. Matrix Algebra III: Selected Topics 512-547

PART SIX: OPTIMIZATION
19. Free Optimization of Univariate Models 555-574
20. Free Optimization for Bivariate Models 578-593
21. Free Optimization for Univariate Logarithmic and Exponential Functions 596- 604
22. Constrained Optimization of Bivariate Models 608-631

PART SEVEN: DYNAMIC ANALYSIS
23. Integration 636-670
24. Linear First Order Differential Equations 674-698
25. Linear First Order Difference Equations 702- 733

Appendix I: Mathematical Symbols 739

Appendix II: Greek Symbols 740

Reference and Reading List 741

Index 742

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