چکیده
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In this paper, we study the concept of weak linear fuzzy topology on a fuzzy topological vector
space as a generalization of usual weak topology. We prove that this fuzzy topology consists of all weakly
lower semi-continuous fuzzy sets on a given vector space when K (R or C) endowed with its usual fuzzy
topology. In the case that the fuzzy topology of K is dierent from the usual fuzzy topology, we show that
the weak fuzzy topology is not equivalent with the fuzzy topology of weakly lower semi-continuous fuzzy
sets.
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