Generalized Fixed Point Theorems of Ciric Type in Fuzzy Metric Spaces

Abstract

The present paper  is the investigation of possibilities for improvements and generalizations contractive condition of Ciri´c in the fuzzy metric spaces. Various versions of fuzzy ´ contractive conditions are studied in two directions.  Establish fixed point theorems for quasi-contractive mappings and for  more general contractive conditions in fuzzy metric spaces are achieved and secondly, quasi-contractive type of mappings are investigated in order to obtain fixed point results with a wider class of t-norms.