典型文献
An Application of Set Theory in Quasi-Paracompactness
文献摘要：
In 1977,Yingming Liu introduced quasi-paracompactness and proved that under 2ω1＞2ω every separable normal quasi-paracompact space is a paracompact space,which is a result of set-theoretic topology.In this paper we further prove that hypothesis"2ω1＞2ω"is equivalent to that every separable normal quasi-paracompact space is a paracompact space,which gives an independent result of quasi-paracompactness.
文献关键词：
中图分类号：
作者姓名：
Xiangeng ZHOU;Shou LIN
作者机构：
Institute of Mathematics,Ningde Normal University,Fujian 352100,P.R.China
文献出处：
引用格式：
[1]Xiangeng ZHOU;Shou LIN-.An Application of Set Theory in Quasi-Paracompactness)[J].数学研究及应用,2022(06):653-657
A类：
Paracompactness,Yingming,paracompactness,paracompact
B类：
An,Application,Set,Theory,Quasi,In,Liu,introduced,quasi,proved,that,under,every,separable,normal,space,which,result,set,theoretic,topology,this,paper,we,further,hypothesis,equivalent,gives,independent
AB值：
0.435412
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