A Study on Some Novel Fixed Point Results for Fuzzy Mapping via $\theta$-Contraction

Abstract

This study aims to analyze the presence of a fixed point for fuzzy mapping under $\theta$-contraction. We intend to draw some conclusions in order to identify the condition under which these mappings have fixed points. The results of this investigation will be a useful addition to the existing body of research, providing support for the conclusions. The practical implication of our methodology show through example, demonstrating the strength of established outcomes. Our results extend and combine many results that exist in the significant area of research.