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Supercompact minus compact is super

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0 Published in 2019 at "Topology and its Applications"

DOI: 10.1016/j.topol.2019.106868

Abstract: According to a folklore characterization of supercompact spaces, a compact Hausdorff space is supercompact if and only if it has a binary closed $k$-network. This characterization suggests to call a topological space $super$ if it… read more here.

Keywords: space; supercompact minus; super; minus compact ... See more keywords