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LF闭包空间中的可数层仿紧集

孙军娜

渭南师范学院学报:综合版Issue(10):58-61,4.
渭南师范学院学报:综合版Issue(10):58-61,4.

LF闭包空间中的可数层仿紧集

Countable Sheaf Paracompact Sets in LF Closure Spaces

孙军娜1

作者信息

  • 1. 渭南师范学院科技处,陕西渭南714000
  • 折叠

摘要

Abstract

The paracompact is the important property of the F-topology spaces. In this paper, the concept of countable sheaf paraeompact is introduced based on the sheaf paracompact in LF closure spaces. Its characteristics are studied. The properties of countable sheaf paracompact in LF closure spaces are investigated: hereditary with respect to sets as closure operator, the product with paracompaet is countable sheaf paracompact, and it is proved that the countable sheaf paracompact is "L-good extension", with weakly invariant with embryo.

关键词

LF闭包空间/α-包域族/余加细/强α-局部有限

Key words

LF closure spaces/closure family/refinement/strong locally finite

分类

数理科学

引用本文复制引用

孙军娜..LF闭包空间中的可数层仿紧集[J].渭南师范学院学报:综合版,2011,(10):58-61,4.

渭南师范学院学报:综合版

OACHSSCD

1009-5128

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