Mathematics for economists /
| Autor principal: | |
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| Otros Autores: | |
| Formato: | Libro |
| Idioma: | Inglés |
| Publicado: |
New York :
Norton & Company,
c1994.
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| Materias: |
Tabla de Contenidos:
- 1. Introduction.
- 2. One-variable calculus: foundations.
- 3. One-variable calculus: aplications.
- 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 eequations.
- 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 compacts sets.
- 30. Calculus of several variables II.
- Appendices.