Decision-Making on a Common Equilibrium Marketing Fixed-Point Theorem for Two and Three Meir-Keeler Condensing Supply Mappings in Banach Space

Abstract

This paper is aimed to prove common equilibrium marketing fixed-point theorem for two and three mappings in Banach space by the use of measure of non-compactness on Meir Keeler condensing supply operators. We attempt to show the existence of common equilibrium marketing fixed-point theorem for two and three commuting supply maps in this paper.