| Description |
xviii, 649 pages : illustrations ; 23 cm |
| Contents |
1. Sets and Spaces -- 1.1. Sets -- 1.2. Ordered Sets -- 1.3. Metric Spaces -- 1.4. Linear Spaces -- 1.5. Normed Linear Spaces -- 1.6. Preference Relations -- 2. Functions -- 2.1. Functions as Mappings -- 2.2. Monotone Functions -- 2.3. Continuous Functions -- 2.4. Fixed Point Theorems -- 3. Linear Functions -- 3.1. Properties of Linear Functions -- 3.2. Affine Functions -- 3.3. Linear Functionals -- 3.4. Bilinear Functions -- 3.5. Linear Operators -- 3.6. Systems of Linear Equations and Inequalities -- 3.7. Convex Functions -- 3.8. Homogeneous Functions -- 3.9. Separation Theorems -- 4. Smooth Functions -- 4.1. Linear Approximation and the Derivative -- 4.2. Partial Derivatives and the Jacobian -- 4.3. Properties of Differentiable Functions -- 4.4. Polynomial Approximation -- 4.5. Systems of Nonlinear Equations -- 4.6. Convex and Homogeneous Functions -- 5. Optimization -- 5.1. Introduction -- 5.2. Unconstrained Optimization -- 5.3. Equality Constraints |
|
5.4. Inequality Constraints -- 6. Comparative Statics -- 6.1. The Envelope Theorem -- 6.2. Optimization Models -- 6.3. Equilibrium Models |
| Bibliography |
Includes bibliographical references (page 635]-639) and index |
| Subject |
Economics, Mathematical.
|
| LC no. |
2001030482 |
| ISBN |
0262531925 paperback alkaline paper |
|
0262032899 hardcover alkaline paper |
|
