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Compact monotonically metacompact spaces are metrizable

机译:紧凑的单调超紧凑空间是可度量的

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摘要

Monotonically metacompact spaces were recently introduced as an extension of the concept of monotonically compact spaces. In this note we answer a question of Popvassilev, and Bennett, Hart, and Lutzer, by showing that every compact, Hausdorff, monotonically (countably) metacompact space is metrizable. We also show that certain countable spaces fail to be monotonically (countably) metacompact.
机译:最近引入了单调超紧凑空间,作为单调紧凑空间概念的扩展。在本说明中,我们通过证明每个紧凑的Hausdorff单调(可数)超紧凑空间都是可度量的,我们回答了Popvassilev,Bennett,Hart和Lutzer的问题。我们还表明,某些可数空间不能单调(可数)超紧凑。

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