Intuitionistic multi fuzzy ideals of near-rings

Real-world data is often partial, uncertain, or incomplete. Decision-making based on as such can be addressed by fuzzy sets and related systems. This article studies the intuitionistic multi-fuzzy sub-near rings Intuitionistic ideals of near rings. It presents some elementary operations relations defined these structures. The concept level subsets support ring also presented. looks into demonstrates a few characteristics near-rings ideals. research advances set theory, which applied to problems involving pattern recognition multiple criterion decision-making. Thus, results may beneficial artificial intelligence research. Alternatively, approach vector spaces modules extended inter-valued