On Algebraic Characteristics of μ-Anti-Q-Fuzzy Subgroups
摘要
In this paper, we’ll start by exploring terms of μ-anti-Q−FSG defined on fuzzy set and probe things that each anti- Q−FSG is μ-anti- Q−FSG. We also prove that the merchandise of two μ-anti- Q−FSGs is μ-anti- Q−FSG. Moreover, we innovate the concepts of μ-anti- Q−FNSG and factor group with reference to this newly defined μ−anti- Q−FNSG and prove various fundament algebraic characteristics of those phenomena.