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Tag Archives: stably compact space
Bitopological spaces and stable compactness
A while back (in March 2019, to be precise), Tomáš Jakl told me that he had a nice, short proof of the fact that the categories of stably compact spaces (and perfect maps) and compact pospaces (and continuous order-preserving maps) … Continue reading
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Tagged bitopological space, duality, stably compact space
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Quasi-uniform spaces II: Stably compact spaces
There is a standard result in the theory of uniform spaces that shows (again) how magical compact Hausdorff space can be: for every compact Hausdorff space X, there is a unique uniformity that induces the topology of X, and its … Continue reading
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Tagged quasi-uniform space, stably compact space
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