ABSTRACT
Zadeh employed membership degrees to describe fuzzy sets, which solely express measure of affiliation to the fuzzy set. Atanassov proposed the hypothesis of intuitionistic fuzzy (I-fuzzy) sets by incorporating non-membership degrees to complement membership degrees in fuzzy sets and reporting equivocal perspectives not only by the degree of belongingness but also by non-belongingness functions. Game theory is an influential assessment technique for resolving everyday issues. In some ways, this seems to be strategic planning engineering, or the best decision-making of autonomous yet competing participants/players in an estimated situation. However, in many realistic circumstances, rather than using numeric expressions, the payoffs of an uncertain matrix game are investigated using uncertain linguistic terms. Thus explaining the qualitative aspect of information. Many eminent researchers have significantly studied the uncertain entities including LVs and their applications.
