Several significant equalities on intuitionistic fuzzy operators

Jaydip Bhattacharya
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Abstract

There are various operators and operations in intuitionistic fuzzy set theory. The roles of these operators and operations are very significant as they show a deeper interconnection between the two ordinary modal logic operators. It can be well noted that modal operators can change intuitionistic fuzzy sets into fuzzy sets easily. Considering all of these, we establish several equalities on intuitionistic fuzzy sets.
直觉模糊算子的几个重要等式
直觉模糊集理论中有各种各样的算子和运算。这些运算符和运算符的作用非常重要,因为它们显示了两个普通模态逻辑运算符之间更深层次的联系。模态算子可以很容易地将直觉模糊集转化为模糊集。考虑到这些,我们建立了直觉模糊集上的几个等式。
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