(λ,μ)-反模糊正规子群

(λ,μ)-anti-fuzzy normal subgroup

在(λ,μ)-模糊正规子群的理论知识基础上,引入了(λ,μ)-反模糊正规子群、(λ,μ)-反模糊正规化子、(λ,μ)-反模糊中心化子的概念,得到了(λ,μ)-反模糊正规子群的等价条件及其性质,建立了满同态映射下(λ,μ)-反模糊正规子群的对应定理。

Based on the theory of（λ,μ）-fuzzy normal subgroup,the definitions of the（λ,μ）-anti-fuzzy normal subgroup,（λ,μ）-anti-fuzzy normalizer and（λ,μ）-anti-fuzzy centralizer are introduced.Some conditions of equivalence and properties are discussed.Also,some corresponding theorems of（λ,μ）-anti-fuzzy normal subgroup in homomorphic mapping are established.