Abstract
This paper discusses fuzzy connectedness in fuzzy topology. Zadeh's classical paper [1] has introduced the fundamental concept of a fuzzy set, upon which the foundation of fuzzy mathematics rests. The theory of fuzzy topology is a branch of such mathematics. Our purpose is to introduce some basic concepts as fuzzy path, fuzzy path connected set, locally fuzzy path connected set in the fuzzy topological spaces, and to prove some fundamental properties related to fuzzy connectedness.
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