Mathematics for economists

By: Simon, Carl PContributor(s): Blume, LawrenceMaterial type: TextTextPublisher: New Delhi Viva Book 2019Description: 930pISBN: 9788130916002Subject(s): Economics, Mathematical | Business mathematicsDDC classification: 330.0151 SIM
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330.0151 SIM (Browse shelf) Checked out 30/11/2021 4744

Table of Contents:
1. Introduction
2. One-variable calculus : foundations
3. One-variable calculus : applications
4. One-variable calculus : chain rule
5. Exponents and logarithms
6. Introduction to linear algebra
7. Systems of linear equations
8. Matrix algebra
9. Determinants : an overview
10. Euclidean spaces
11. Linear independence
12. Limits and open sets
13. Functions of several variables
14. Calculus of several variables
15. Implicit functions and their derivatives
16. Quadratic forms and definite matrices
17. Unconstrained optimization
18. Constrained optimization I : first order conditions
19. Constrained optimization II
20. Homogeneous and homothetic functions
21. Concave and quasiconcave functions
22. Economic applications
23. Eigenvalues and Eigenvectors
24. Ordinary differential equations : scalar equations
25. Ordinary differential equations : systems of equations
26. Determinants : the details
27. Subspaces attached to a matrix
28. Applications of linear independence
29. Limits and compact sets
30. Calculus of several variables II

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