Existence And Uniqueness Theorems For Some Common Fixed Points In Hausdorff Uniform Spaces

Abstract

In this paper, we prove some existence and uniqueness theorems for some common fixed point theorems in Hausdorff uniform spaces for selfmappings using the concepts of A−distance and E−distance. A class of ψ−contractive condition more general than those of Aamri and El Moutawakil [1], Olatinwo [13] and Bosede [6] was employed to establish our results. Our generalizations can be viewed as an improvement to some of the known results in literature.