Fixed points, minimax inequalities and equilibria of noncompact abstract economies in FC -spaces
Copyright policy )Fixed points, minimax inequalities and equilibria of noncompact abstract economies in FC -spaces
The authors first present a fixed point theorem in the setting of noncompact \(FC\)-spaces. Then they give several equivalent results to this fixed point theorem. As usual application of such kind of fixed point theorem, the authors derive a minimax theorem. Several maximal element theorems are also presented. Once again, as usual application of the maximal element theorems, several equilibrium existence results for abstract economies are derived.
- Sichuan Normal University China (People's Republic of)
Noncooperative games, Fixed-point theorems, Optimality conditions for minimax problems, maximal elements, fixed points, abstract economies, \(FC\)-spaces, Applications of operator theory in optimization, convex analysis, mathematical programming, economics, minimax inequalities
Noncooperative games, Fixed-point theorems, Optimality conditions for minimax problems, maximal elements, fixed points, abstract economies, \(FC\)-spaces, Applications of operator theory in optimization, convex analysis, mathematical programming, economics, minimax inequalities
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