A Study on (c, d) IF - Q Uniform Separation Axioms

In the realm of topology, the exploration of axioms serves as a foundational tool for constructing various structural forms and characterizations of spaces.The primary goal of this article is to introduce a conceptual idea called (c, d) IF -Q uniform regularity axioms and (c, d) IF -Q uniform separation axioms in IF -Q uniform topological space.The major purpose of this study is to elucidate the interplay between an S * (A) intuitionistic topological space and IF -Q uniform topological space.The context of the cr * function and S * (A) in intuitionistic topological spaces and intuitionistic fuzzy sets is explored.The article ensures various properties of (c, d) IF -Q uniform regular space and (c, d) IF -Q uniform T i -space (i = 0, 1, 2, 3) in both S * (A) intuitionistic topological spaces and IF -Q uniform topological spaces.