Intuitionistic Fuzzy 𝜋𝑔𝛾* Contra Continuous Mappings
K. Sakthivel, M. Manikandan · IARJSET · 2021
This paper is devoted to the study of intuitionistic fuzzy topological spaces.In this paper, we have introduced intuitionistic fuzzy πg* contra continuous mappings.Also, we have studied some of their properties of intuitionistic fuzzy πg* contra continuous mappings in intuitionistic fuzzy topological spaces.Identified few examples for intuitionistic fuzzy πg* contra continuous mappings.Studied the cases of IF contra continuous mapping, IFS contra continuous mapping, IFP contra continuous mapping, IFcontra continuous mapping, IFγcontra continuous mapping, IFG contra continuous mapping and IFγ*G contra continuous mapping.Derived some properties of cT1/2 space.Also studied the case in gT1/2 space.Have done some analysis on the composition of two IFπgγ* contra continuous mappings.