### Some articles on *metrizable*:

Moore Space (topology) - Normal Moore Space Conjecture

... so-called normal Moore space conjecture every normal Moore space is

... so-called normal Moore space conjecture every normal Moore space is

**metrizable**... This was inspired by the fact that all known Moore spaces that were not**metrizable**were also not normal ... that the axiom of constructibility implies that locally compact, normal Moore spaces are**metrizable**...Moore Space (topology) - Examples and Properties

... Every

... Every

**metrizable**space, X, is a Moore space ... Since all**metrizable**spaces are normal, all metric spaces are Moore spaces ... The Moore plane (also known as the Niemytski space) is an example of a non-**metrizable**Moore space ...Nagata–Smirnov Metrization Theorem

... metrization theorem in topology characterizes when a topological space is

... metrization theorem in topology characterizes when a topological space is

**metrizable**... The theorem states that a topological space is**metrizable**if and only if it is regular and Hausdorff and has a countably locally finite (i.e ... this theorem provides both a necessary and sufficient condition for a topological space to be**metrizable**...Morita Conjectures

... every normal space Y, is X discrete? If X × Y is normal for every normal P-space Y, is X

... every normal space Y, is X discrete? If X × Y is normal for every normal P-space Y, is X

**metrizable**? If X × Y is normal for every normal countably ...Completely

... In mathematics, a completely

**Metrizable**Space... In mathematics, a completely

**metrizable**space (complete topological space or topologically complete space) is a topological space (X, T) for which there exists at least one metric d on X such that (X, d) is a ... This is equivalent to the condition that X is**metrizable**and a Gδ in its Stone–Čech compactification βX ... is an example of a topological space that is**metrizable**but not completely**metrizable**...Main Site Subjects

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