In this paper, we study the fuzzy congruence relation of MS-algebra ܮ and the fuzzy congruence relation generated by a given fuzzy relation on .ܮ We also investigate some properties of the fuzzy congruence relation generated by a given fuzzy relation on .ܮ
In this paper, we introduce the concept of closure fuzzy ideals in a distributive lattice. The set of all closure fuzzy ideals of a lattice is isomorphic to the class of fuzzy ideals of the lattice of all dominator ideals. Moreover, a one to one correspondence between the class of all prime closure fuzzy ideals of a lattice and the prime fuzzy ideals of the lattice of all dominator ideals is established.
In this paper, we study the homomorphic images (respectively pre-images) of -fuzzy ideals, L −fuzzy prime ideals, maximal −fuzzy ideals and L-fuzzy semi-prime ideals of universal algebras
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