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weakly realcompact

Last-modified: 2011-08-12 (金) 17:33:06

Definition Edit

A topological space X is said to be weakly realcompact if every open ultrafilter U with the ccip has a nonempty adherence.

Remark Edit

Reference Edit

A. Bella and I. V. Yaschenko, Embeddings into first countable spaces with H-closed like properties, Topology and its Applications 83 (1998) 53-61.