9. Metrisability and metrisation
Metrizability is a topological, not a metric, property (p. 119 of
). It was first studied on topological vector spaces
[AF102]
since M. Fréchet (1902).
Definition (metrizable topological space). A metrizable topological space is a topological space
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Metrisability and metrisation
Bibliography
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(1) - AARTS (J.M.), NISHIURA (T.) -
Dimension and Extensions,
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North Holland, 331 pages (1993).
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(2) - ADAMS (C.), FRANZOSA (R.) -
Introduction to Topology Pure and Applied,
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Pearson, 507 pages (2008)....
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