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《Journal of Sichuan University of Science & Engineering(Natural Science Edition)》 2014-01
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S-weak Paracompact Spaces

ZHANG Yanjie;WU Zhaoxin;YANG Sixin;College of Management Science,Chengdu University of Technology;  
The notion of S-weak paracompact is introduced and the following results are mainly proved;(1) If(X,J)is a S-weak paracompact T_2-space,then for every closed subset A of X and x■A,there exist U ∈Jand V∈SO(X,J) such that x∈U,A∈V and U∩V =φ;(2) If(X,J~α) is S-weak paracompact then(X,J) is S-weak paracompact;(3) Let(X,J) be a extremely disconnected T_2-space.Then(X,J) is S-weak paracompact if and only if each open coverV of X has a locally finite regular-closed refinement V,V∈RC(X,J)
【Fund】: 安徽省高等学校省级优秀青年人才基金项目(2010SQRL158)
【CateGory Index】: O189.11
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【Citations】
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1 ZHAO Shu-kui (College of Sciences,Jilin Institute of Chemical Technology,Jilin City 132022,China);Properties of sub strongly and sub weakly paracompact space[J];Journal of Jilin Institute of Chemical Technology;2008-04
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