Abstract
Recently Orrin Frink (see [2]) gave a neat internal characterization of Tychonoff or completely regular T spaces. This characterization was given in terms of the notion of a normal base for the closed sets of a space X. A normal base for the closed sets of a space X is a base which is a disjunctive ring of sets, disjoint members of which may be separated by disjoint complements of members of . In a normal space the ring of closed sets is a normal base.
Publisher
Cambridge University Press (CUP)
Cited by
11 articles.
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2. Lattice measures and topologies;Annali di Matematica Pura ed Applicata;1976-12
3. Round subsets of Wallman-type compactifications;Journal of the Australian Mathematical Society;1976-03
4. Nonstandard topological extensions;Bulletin of the Australian Mathematical Society;1975-10
5. Bibliography;North-Holland Mathematics Studies;1975