Feng-Liu’s Approach to Fixed Point Results of Intuitionistic Fuzzy Set-Valued Maps

The applications of non-zero self distance function have recently been discovered in both symmetric and asymmetric spaces. With respect to invariant point results, the available literature reveals that idea has only examined for crisp mappings either or Hence, aim this paper is introduce notion points non-crisp set-valued metric-like To effect, technique κ-contraction Feng-Liu’s approach are combined establish new versions intuitionistic fuzzy functional equations. One distinguishing ideas article study fixed theorems without using conventional Pompeiu–Hausdorff metric. Some our obtained results applied examine their analogues ordered spaces endowed with an order binary relation as well mappings. By a comparative example, it observed few important corresponding notions existing complemented, unified generalized.