Compatible Mappings of Type (K) in Fuzzy Metric Space

Key Points

• The study identifies a general fixed-point theorem for three self-mappings under compatible mappings in fuzzy metric space, enhancing previous findings.
• The paper presents new conditions that are crucial for establishing fixed-point results, particularly for self-mappings and their compatibility.
• It builds upon earlier works by Manandhar and Cho, expanding the understanding of fixed-point theorems within the framework of fuzzy metric spaces.
• Findings suggest that these compatible mappings can lead to more robust solutions in fuzzy metric spaces, inviting further research in this domain.