Last Updated:2025/11/30

The topologist showed that the space was quasi-compact by demonstrating that every open cover admitted a finite subcover.

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The topologist showed that the space was quasi-compact by demonstrating that every open cover admitted a finite subcover.

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位相幾何学者は、その空間が任意の開被覆に対して有限部分被覆を持つことを示した。

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