Prism Intuitionistic Fuzzy Number and its Application

The aim of this work is to study the non-membership function of a Prism Fuzzy Number. The non-membership function in the Prism fuzzy number is essential to reducing the level of uncertainty. In this artifact, we introduce a Prism Intuitionistic Fuzzy Number (PrIFN). The arithmetic operations, (\alpha, \beta) cut set, index of value, imprecision index, and theorems of Prism Intuitionistic fuzzy numbers are discussed with pertinent examples and results. There are numerous potential applications for the newly developed idea of a Prism Intuitionistic Fuzzy Number. To confirm and show the feasibility of the suggested method, a new grading technique is defined and an analysis of decision-making is illustrated.