Some common fixed point theorems using concept of faintly compatible mappings in fuzzy metric spaces

Abstract

Aim of the present paper is to obtain common fixed point theorems in fuzzy metric spaces for a pair of compatible as well as noncompatible self-mappings. To prove these theorems, we use reciprocal continuity and faintly compatible mappings. We also explain reciprocal continuity is not suitable tool for noncompatible mappings.