AN APPLICATION OF A GENERALIZED NéMETH FIXED POINT THEOREM IN HADAMARD MANIFOLDS

In this paper, as an application of a multivalued generalization of the Nemeth fixed point theorem, we will prove a new existence theorem of Nash equilibrium for a generalized game G = (Xi;Ai; Pi)i2I with geodesic convex values in Hadamard manifolds.

1. Introduction

2. Preliminaries

3. Equilibrium existence theorem for a generalized game

References

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