佳木斯职业学院学报
佳木斯職業學院學報
가목사직업학원학보
Journal of Juamjusi Education Institute
2015年
11期
288-289,228
,共3页
反模糊子群%同余关系%粗糙反模糊子群%反模糊子群的商群%同态%同构
反模糊子群%同餘關繫%粗糙反模糊子群%反模糊子群的商群%同態%同構
반모호자군%동여관계%조조반모호자군%반모호자군적상군%동태%동구
Anti-fuzzy Subgroup%Congruence relation%Rough Anti-fuzzy Subgroup%Quotient Group of anti-fuzzy Subgroup%Homomorphism%Isomorphism
将反模糊子群推广到粗糙反模糊子群及反模糊商群,讨论了在同态意义下的反模糊子群的的结构.证明了反模糊子半群和粗糙反模糊子群都与自己的商结构同态,得到了几个同态定理.
將反模糊子群推廣到粗糙反模糊子群及反模糊商群,討論瞭在同態意義下的反模糊子群的的結構.證明瞭反模糊子半群和粗糙反模糊子群都與自己的商結構同態,得到瞭幾箇同態定理.
장반모호자군추엄도조조반모호자군급반모호상군,토론료재동태의의하적반모호자군적적결구.증명료반모호자반군화조조반모호자군도여자기적상결구동태,득도료궤개동태정리.
Anti fuzzy subgroup is extended to rough anti fuzzy subgroup and its quotient group. Discussed the structure of anti-fuzzy subgroup in the sence of homomorphism. It is proved that anti-fuzzy subgroup and rough anti-fuzzy subgroup are homomorphis to their structures. Several homomorphism theorems are obtained.
