Journal of the Australian Mathematical Society Series A Pure Mathematics and Statistics · 1988 · 17 citations · 7 references
Natural SciencesMathematicsGeometrySet TheoryTopologyCovering SpacesMetric GeometryMetric SpacesMetrization TheoremsMetrization TheoryTopological SpacesBing Metrization TheoremMetric ExtensionsMetrizability TheoremsQuasi-metric SpacesQuasi-metrizable Spaces
Abstract Based on a Junnila's paracompactness characterization we give a definition of pairwise paracompact space which permits us to prove that a bitopological space is quasi-metrizable if, and only if, it is a pairwise developable and pairwise paracompact space. An easy consequence of this result is the biquasi-metric form of the Morita metrization theorem. We also give some results on open mappings and strong quasi-metrics.
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Metrization of Topological Spaces
R. H. Bing · Canadian Journal of Mathematics · 1951 · 478 citations · Full text
Peter Fletcher, Hughes B. Hoyle, C. W. Patty · Duke Mathematical Journal · 1969 · 95 citations
R. A. Stoltenberg · Duke Mathematical Journal · 1969 · 47 citations