Last Updated:2025/12/01

In topology, closed sets are precisely the complements of open sets, and they play a fundamental role in defining continuity.

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In topology, closed sets are precisely the complements of open sets, and they play a fundamental role in defining continuity.

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位相では、閉集合は正確に開集合の補集合であり、連続性の定義において基本的な役割を果たします。

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