Common Fixed Point Results for Fuzzy F-Contractive Mappings in a Dislocated Metric Spaces With Application

Abstract

This article presents a new approach to proving the existence and uniqueness of a common fixed point for fuzzy mappings that satisfy Ciric type F-contraction and Hardy-Roger type F-contraction in a complete dislocated metric space. These results are applied to multivalued mappings in dislocated metric spaces, and we have provided illustrative examples to demonstrate the power of our approach.