Algebraic Nature of Fuzzy Subgroups Under Homomorphism

The M-Homomorphism and M-Anti Homomorphism of an M-Fuzzy Subgroup and Its Level M-Subgroups

In this paper, we introduce the concept of an M-fuzzy subgroup of an M-group and discussed some of its properties.

Cryptanalysis of an Algebraic Privacy Homomorphism

Fuzzy Normal Subgroups in Fuzzy Subgroups

The theory of fuzzy sets was inspired by Zadeh [10]. Subsequently, Rosenfeld introduced the concept of a fuzzy subgroup of a group [9]. Fuzzy cosets and fuzzy normal subgroups of a group G have been studied in [3, 5, 8]. In [4], the ring of cosets of a fuzzy ideal was constructed. Let A and B be fuzzy subgroups of G such that B ⊆ A. The purpose of this paper is to introduce the notion of fuzzy ...

Anti-Homomorphism in Fuzzy Ideals

The anti-homomorphic image of fuzzy ideals, fuzzy ideals of near-rings and anti ideals are discussed in this note. A necessary and sufficient condition has been established for near-ring anti ideal to be characteristic. Keywords—Fuzzy Ideals, Anti fuzzy subgroup, Anti fuzzy ideals, Anti homomorphism, Lower α level cut.

RAPPORT Homomorphism preserving algebraic specifications require hidden

Although every computable data type has an initial algebra speci-cation with hidden functions, it may happen that some of the homo-morphic images of the data type are not models of the speciication. The latter are reducts of algebras that would be models of the specii-cation if all its functions were visible, whereas the homomorphic images of the data type are independent of the speciication an...