Topological extensions with compact remainder
Koushesh, M. R.
Original · EN
Let P be a topological property. We study the relation between the order structure of the set of all P-extensions of a completely regular space X with compact remainder (partially ordered by the standard partial order ≤) and the topology of certain subspaces of the outgrowth βX X. The cases when P is either pseudocompactness or realcompactness are studied in more detail.
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