RATIONAL TYPE INTUITIONISTIC FUZZY SOFT CONTRACTION RESULTS AND APPLICATION TO INTEGRAL PROBLEM
Abstract
This work aims to present the concept of intuitionistic fuzzy soft contraction maps of rational type in intuitionistic fuzzy soft metric spaces (IFSMS). With thorough examples to support our outcomes, we provide some fixed point findings in IFSMS under rational type intuitionistic fuzzy soft contraction conditions. Additionally, we incorporate an application to solve a nonlinear integral problem for a unique solution in order to assist our efforts.
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