Collectively Fixed Points and Equilibria of Generalized Games with U - Majorized Correspondences in Locally G -Convex Uniform Spaces
Ding Xie-ping · Journal of Sichuan Normal University · 2002
In this paper, by using a collectively fixed point theorem due to author, some equilibrium existence theorems for qualitative games and generalized games with an infinite number of agents, with noncompact strategy spaces and with U-majorized correspondences are proved in locally G -convex uniform spaces. These theorems improve some known results in the literatures.