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Some properties of relative regularity and compactness

机译:相对规则性和紧凑性的一些属性

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摘要

In this paper, some relative topological properties were studied, especially including relative strongly regular and relative nearly weak-paracompact. It is shown that if X is regular and Y is Lindeloff in X, then we obtain that Y is nearly weak-paracompact in X and the property of nearly weak-paracompact under the perfect mapping was also discussed.
机译:在本文中,研究了一些相对拓扑特性,特别是包括相对强的规则和相对弱的超紧致结构。结果表明,如果X为正则,Y为X的Lindeloff,则可知Y在X上几乎是弱拟紧的,并且还讨论了在理想映射下的几乎弱拟紧的性质。

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