Extension of Weak Compatible Maps in Fuzzy Metric Space

Key Points

• This paper establishes a common fixed point theorem for seven self-mappings in fuzzy metric spaces, enhancing existing theory.
• Results signify advancements in fixed point theorems, particularly noting the role of weak compatibility without continuity.
• The methodology focuses on theoretical development in fuzzy metric spaces to derive generalized theorems.
• Implications suggest broader applications of fixed point theory that accommodate minimal continuity conditions.