Common fixed point theorems in fuzzy partial metric spaces of two pairs of mapping satisfying E.A. property

This paper establishes a common fixed point theorem for a pair of weakly compatible mappings in ‎Fuzzy PMS satisfying the E.A. property. We introduce a new concept of E.A. Fuzzy Partial Metric ‎spaces which generalizes the existing Fuzzy PMS. Our main result provides sufficient conditions for ‎the existence of a common fixed point for two weakly compatible mappings in E.A. Fuzzy Partial ‎Metric spaces. The results have significant implications for fuzzy topology, fixed-point theory, and ‎applications in image processing, machine learning, and optimization problems involving uncertain or ‎imprecise data.