A generalization of operators on intuitionistic fuzzy sets using triangular norms and conorms
A generalization of operators on intuitionistic fuzzy sets using triangular norms and conorms
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发表时间：
2002
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通讯作者：
Glad Deschrijver;E. Kerre
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作者：
Glad Deschrijver;E. Kerre
直觉模糊集上的一些算子，如并、交、和、积，已经用普通的三角模和余模定义。在本文中，我们引入和分析的直觉模糊集的广义并和广义交的一般t-范数和t-约束的性质。特别是，我们将调查的性质，如交换性，结合性，分配性，幂等性，摩根定律和吸收定律。
Several operators on intuitionistic fuzzy sets, such as union, intersection, sum and product, have been defined using common triangular norms and conorms. In this paper we introduce and analyse the properties of a generalised union and a generalised intersection of intuitionistic fuzzy sets using a general t-norm and t-conorm. In particular we will investigate properties such as commutativity, associativity, distributivity, idempotency, Morgan-laws, and absorption laws.