Last Updated:2025/12/03
Sentence

セミナーでは、任意の無限部分集合が少なくとも一つの集積点を持つという位相的性質を持つ位相空間と、そうでない位相空間のいくつかの例を議論しました。

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In the seminar, we discussed several examples of topological spaces that either have the Bolzano-Weierstrass property or do not.

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In the seminar, we discussed several examples of topological spaces that either have the Bolzano-Weierstrass property or do not.

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Related words

Bolzano-Weierstrass property

Proper noun
Japanese Meaning
位相空間において、無限個の点からなる任意の部分集合が必ず少なくとも一点の集積点(極限点)を持つ性質
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セミナーでは、任意の無限部分集合が少なくとも一つの集積点を持つという位相的性質を持つ位相空間と、そうでない位相空間のいくつかの例を議論しました。

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