NORMAL FILTERS AND PRIME FILTERS IN GENERALIZED ALMOST DISTRIBUTIVE FUZZY LATTICES

The concept of Generalized Almost Distributive Lattices (GADFL) was introduced by G.C. Rao, Ravi KumarBandaru and N. Rafi [5] as a generalization of an Almost Distributive Lattices (ADLs) [6] which was a common abstraction of almost all the existing ring theoretic generalization of a Boolean algebra on one hand and distributive lattices on the other. On the other hand, L.A. Zadeh [7] in 1965 introduced the notion of fuzzy set. Again in 1971, L.A. Zadeh [8] defined
a fuzzy ordering as a generalization of the concept of ordering, that is, a fuzzy