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Product and Extension Operations of the Intuitionistic Fuzzy Normal Subgroups

机译:直觉模糊正规子群的乘积和扩展运算

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摘要

In this paper, on the basis of the concept of the intuitionistic fuzzy set introduced by K. Atanassov, we first give the definition of the product and extension principle, study the structures and characterizations of the product for intuitionistic fuzzy normal subgroups. Second, on the conditions that homomorphism and isomorphism between two classical groups, applying the extension principle, we will discuss the extension products of general intuitionistic fuzzy sets and the extension operation of the intuitionistic fuzzy normal subgroups.
机译:本文在K.Atanassov提出的直觉模糊集的概念的基础上,首先给出了乘积的定义和扩展原理,研究了直觉模糊正态子群的乘积的结构和特征。其次,在两个经典群之间具有同态和同态的条件下,应用扩展原理,讨论一般直觉模糊集的扩展乘积和直觉模糊正规子群的扩展操作。

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