On dimension and metrization
Nagata, J.
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Displaying similar documents to “Some special metrics in general topology”
On dimension and metrization
On the concepts of balls in a -metric space.
Naidu, S.V.R., Rao, K.P.R., Srinivasa Rao, N. (2005)
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Note on dimension theory for metric spaces
J. Nagata (1958)
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Characterizations of metric completeness
Sehie Park (1984)
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The Demyanov metric and some other metrics in the family of convex sets
Tadeusz Rzeżuchowski (2012)
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We describe some known metrics in the family of convex sets which are stronger than the Hausdorff metric and propose a new one. These stronger metrics preserve in some sense the facial structure of convex sets under small changes of sets.
Only 3-generalized metric spaces have a compatible symmetric topology
Tomonari Suzuki, Badriah Alamri, Misako Kikkawa (2015)
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We prove that every 3-generalized metric space is metrizable. We also show that for any ʋ with ʋ ≥ 4, not every ʋ-generalized metric space has a compatible symmetric topology.
A generalization of a fixed point theorem of Ćirić.
Türkoğlu, Duran, Fisher, Brian (1999)
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Extension of mappings on metric spaces
J. de Groot, R. McDowell (1960)
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Metric spaces in which a strengthened form of Blumberg's theorem holds
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