环的(λ,μ)-反模糊同态

(λ,μ)-anti-fuzzy Homomorphism of Rings

在(λ,μ)-反模糊子环与(λ,μ)-反模糊理想概念的基础上,利用(λ,μ)-模糊映射给出了环的(λ,μ)-反模糊同态的定义,进而探讨了(λ,μ)-反模糊同态下(λ,μ)-反模糊子环与(λ,μ)-反模糊理想的对应关系,最后建立了环的(λ,μ)-反模糊同态基本定理。

Based on the concept of (λ,μ)-anti-fuzzy subring and (λ,μ)-anti-fuzzy ideal, the concept of (λ,μ)-anti-fuzzy homomorphism of rings was given with the (λ,μ)-fuzzy mapping. Also, the corresponding relations of (λ,μ)-anti-fuzzy subring and (λ,μ)-anti-fuzzy ideal under (λ,μ)-anti-fuzzy homomorphism were discussed. Finally, the fundamental theorem of (λ,μ)-anti-fuzzy homomorphism for rings were established.