Modular best proximity and equilibrium pairs in free generalized games
Nasrin Karamikabir, Farajollah Mohammadi Yaghoobi · Filomat · 2017
In this paper, we prove a fixed point theorem for ?-acyclic factorizable multifunction. Some existence theorems of general best proximity pairs and equilibrium pairs are presented in modular function spaces. Moreover, some equilibrium theorems are established for free generalized n-person game.