Natural SciencesMathematicsTopologyMetrization TheoremsMetrizability TheoremsStratifiable Spaces
The Mi-spaces, i = 1,2,3, were defined in 1961 by J. Ceder [3] as natural generalizations of metrizable spaces. C. R. Borges [1] later showed that the class of M3-spaces, which he renamed "stratifiable " spaces, was a particularly well-behaved
3
Some generalizations of metric spaces
Jack Ceder · Pacific Journal of Mathematics · 1961 · 319 citations · Full text
Robert W. Heath, R. E. Hodel · Fundamenta Mathematicae · 1973 · 28 citations · Full text