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An example of a hereditarily normal topologically finite space, which is topologically infinite relative to the class of all its proper \(F_{\sigma}\)-subspaces - MaRDI portal

An example of a hereditarily normal topologically finite space, which is topologically infinite relative to the class of all its proper \(F_{\sigma}\)-subspaces (Q2312718)

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An example of a hereditarily normal topologically finite space, which is topologically infinite relative to the class of all its proper \(F_{\sigma}\)-subspaces
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    An example of a hereditarily normal topologically finite space, which is topologically infinite relative to the class of all its proper \(F_{\sigma}\)-subspaces (English)
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    17 July 2019
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    topologically finite
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    relative
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    long line
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    \(F_{\sigma}\)-subspace
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