W[theta]g -Closed and W[delta]g -Closed in [0,1] -Topological Spaces
We investigate various classes of generalized closed fuzzy sets in [0,1] -topological spaces, namely, Wθg -closed fuzzy sets and Wδg -closed fuzzy sets. Also, we introduce a new separation axiom F[superscript]T3/4[low *][/superscript] of the [0,1] -topological spaces, and we prove that every F[super...
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container_title | International journal of mathematics and mathematical sciences |
container_volume | 2011 |
creator | El-Shafei, M E Zakari, A H |
description | We investigate various classes of generalized closed fuzzy sets in [0,1] -topological spaces, namely, Wθg -closed fuzzy sets and Wδg -closed fuzzy sets. Also, we introduce a new separation axiom F[superscript]T3/4[low *][/superscript] of the [0,1] -topological spaces, and we prove that every F[superscript]T3/4[low *][/superscript] -space is a F[subscript]T3/4[/subscript] -space. Furthermore, we using the new generalized closed fuzzy sets to construct new types of fuzzy mappings. |
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source | Wiley Online Library Open Access; DOAJ Directory of Open Access Journals; EZB-FREE-00999 freely available EZB journals; Alma/SFX Local Collection |
subjects | Fuzzy logic Fuzzy sets |
title | W[theta]g -Closed and W[delta]g -Closed in [0,1] -Topological Spaces |
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