On the Algebraic Characteristics of Fuzzy Sub e-Groups

On the Algebraic Characteristics of Fuzzy Sub e-Groups

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Fuzzy set is a modern tool for depicting uncertainty.This paper introduces the concept of fuzzy sub e-group as an extension of fuzzy subgroup.The concepts of identity and inverse are generalized in fuzzy sub e-groups.Every fuzzy subgroup pitkin and mother gaston is proven to be a fuzzy sub e-group, but the converse is not true.Various properties of fuzzy sub e-groups are established.

Moreover, the concepts of proper fuzzy sub e-group and super fuzzy sub e-group are discussed.Further, the concepts of fuzzy e-coset and normal fuzzy sub e-group are presented.Finally, we describe the effect of e-group etc ufmp8 homomorphism on normal fuzzy sub e-groups.