Template:Metrization theorem: Difference between revisions
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{{quotation|This article is about a [[metrization theorem]]: a theorem that gives necessary and sufficient conditions for a metric (possibly with additional restrictions) to exist. In particular, it gives some conditions under which a topological space is [[fact about::metrizable space;2| ]][[proves property satisfactin of::metrizable space|metrizable]].}}<includeonly>[[Category:Metrization theorems]]</includeonly> | |||
Latest revision as of 02:47, 27 January 2012
This article is about a metrization theorem: a theorem that gives necessary and sufficient conditions for a metric (possibly with additional restrictions) to exist. In particular, it gives some conditions under which a topological space is metrizable.