Common Fixed Points in Fuzzy Metric Spaces Involving Conditionally Reciprocally Continuous Self Mappings

Abstract

The aim of this paper is to consider a new approach for obtaining common fixed point theorems in Fuzzy metric spaces by subjecting new continuity condition, conditionally reciprocally continuous selfmappings introduced by Pant1, which is independent of the known continuity definitions. We give examples and initiate the application of, conditionally reciprocally continuous selfmappings for investigating fixed points of mappings in fuzzy metric space.