摘要
建立了双枝模糊集并-表现定理,讨论了双枝模糊集的运算性质.结果表明:双枝模糊集表现定理是单枝模糊集表现定理的一般形式,单枝模糊集表现定理是双枝模糊集表现定理的特例.
The union-representation theorem of both-branch fuzzy set is given, and some operational properties of both-branch fuzzy set are discussed. The results indicate that the union-representation theorem of both-branch fuzzy set is the general form of representation theorem of Zadeh fuzzy set, and the representation theorem of Zadeh fuzzy set is the special form of union-represenration theorem of both-branch fuzzy set.
出处
《山东大学学报（理学版）》
CAS
CSCD
北大核心
2006年第2期7-13,共7页
Journal of Shandong University(Natural Science)
关键词
模糊集合
集合套
双枝模糊集
双枝模糊集并-表现定理
fuzzy set
nest of sets
both-branch fuzzy set
union-representation theorem of both-branch fuzzy set
