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locally supercompact

Last-modified: 2010-11-19 (金) 19:40:11

Definition Edit

A topological space is called locally supercompact if every point has a neighborhood base consisting of supercompact (Definition 2) subsets.

Reference Edit

Marcel Erne, Infinite distributive laws versus local connectedness and compactness properties, Topology and its Applications 156 (2009) 2054-2069.