Upper and Lower Weakly Quasi Continuous Fuzzy Multifunctions

The aim of this paper is to initiate the study and to find different characterizing properties of upper and lower weakly continuous fuzzy multifunction?s, where the domain of these functions is a topological space with these values as arbitrary fuzzy sets in fuzzy topological spaces. The study of different classes of non-continuous functions between topological spaces and there genralizations to multi valued cases has long been of interest to topologist. Some of these functions have been extended to fuzzy topological space by many authors. A further step ahead in this process of generalization is the introduction of fuzzy multifunction?s. Malakar introduced fuzzy ?-continuous multifunctions. Again Mukherjee and Malakar have introduced fuzzy almost continuous multifunctions. In this paper we introduced a mutual relationships among these fuzzy multifunctions.