Advanced Mathematical EconomicsRoutledge, 2004 M11 11 - 208 páginas This concise textbook presents students with all they need for advancing in mathematical economics. Detailed yet student-friendly, Vohra's book contains chapters in, amongst others: * Feasibility Higher level undergraduates as well as postgraduate students in mathematical economics will find this book extremely useful in their development as economists. |
Contenido
Feasibility | 13 |
Convex sets | 33 |
Linear programming | 53 |
Nonlinear programming | 87 |
Fixed points | 117 |
Lattices and supermodularity | 142 |
Matroids | 163 |
| 191 | |
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agent allocation assume bidder choose columns concave function cone cone(A constraint contradiction convex combination convex hull convex set corresponding cut player defined Definition denoted Dj(p economics equation equilibrium example exists extreme points Farkas lemma feasible region feasible solution Figure finite number finite set fixed point graph Hence implies independent sets inequality integral intersection labeled linear program local maximum m x n matrix mathematical matroid maximizes maximum mixed strategy Nash equilibrium non-decreasing non-empty objective function objective function value optimal objective function optimal solution optimization problem Pareto partition polyhedral polyhedron preference ordering price vector primal produced prove pure strategies rank function real numbers satisfies semi-matching separating hyperplane theorem sequence short player span(A Sperner's lemma subdivision submodular subset sufficiently small supermodular triangle utility function vertex vertices white soma y e Rm zero