在强仿紧空间的基础上定义了三种局部强仿紧空间，分别讨论了它们的有关性质。
Three kinds of locally strongly paracompact spaces are defined. Their properties are discussed respectively.
给出了可数强仿紧空间、亚强仿紧空间、亚弱仿紧空间以及亚强紧、亚弱紧的概念，并且讨论了它们的性质。
In this paper, we introduce the concept of a nearly strongly paracompact space, and give some characterizations of it.
研究了仿紧局部可分空间在一些L映射下象的性质后，文章继续讨论仿紧局部可分空间的映象问题。
Based on the characterizations of images of paracompact locally separable Spaces under some L-mappings, the images of paracompact locally separable Spaces are further studied in the paper.
最后，讨论了弱诱导包含式正则空间中层仿紧集的特征。
Finally , thecharacterizations of sheaf paracompact sets in weak induced contained type regularspaces are glven.
最后，讨论了弱诱导包含式正则空间中层仿紧集的特征。
Finally , thecharacterizations of sheaf paracompact sets in weak induced contained type regularspaces are glven.
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