EXISTENCE OF SOLUTIONS FOR SET-VALUED QUASI-EQUILIBRIUM PROBLEMS AND FIXED POINT PROBLEMS ON EUCLIDEAN SPACES
The purpose of this paper is to introduce and study the existence theorems for solution of set-valued quasi-equilibrium problems on Euclidean spaces. We show the uniqueness of its solution which is also a fixed point of some mapping. Also, we show a general form of a set-valued quasi-equilibrium problem involving two bifunctions on Euclidean spaces.
set-valued quasi-equilibrium problem, fixed point, Banach limit.
