Abstract
We introduce and study the notions of supra fuzzy convergence of fuzzy filters, <TEX>$s{\gamma}$</TEX>-fuzzy open (closed) sets, <TEX>$s{\gamma}(/TEX>$s{\gamma}^*)$</TEX>-fuzzy continuous and <TEX>$s{\gamma}$</TEX>-fuzzy open mapping. Also. we investigate some of fundamental properties of these notions.
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