COMMON FIXED POINT RESULT FOR CONTRACTIVE-TYPE MAPPINGS IN COMPLETE FUZZY METRIC SPACES WITH APPLICATIONS

Abstract

George and Veeramani's fuzzy metric spaces may spark the public's interest in mathematics by imitating the ambiguity and imprecision inherent in many situations that arise in the real world. Some people originally suggested fuzzy metric spaces as a possible approach to resolving this issue. The time has come to discuss the results of these studies since the moment is appropriate. Our knowledge of fuzzy metric spaces and their potential uses in the analysis and resolution of complex situations—including ambiguity and uncertainty—has been expanded thanks to the results of this study.