arXiv Analytics

Sign in

arXiv:1601.03798 [math.GN]AbstractReferencesReviewsResources

Metrizable DH-spaces with a dense complete subset

Sergey Medvedev

Published 2016-01-15Version 1

It is proved that for an h-homogeneous space X the following conditions are equivalent: 1) X is a densely homogeneous space with a dense complete subspace; 2) X is $\sigma$-discretely controlled.

Comments: 6 pages
Categories: math.GN
Subjects: 54H05, 54E52
Related articles: Most relevant | Search more
arXiv:1805.09968 [math.GN] (Published 2018-05-25)
Selective separability on spaces with an analytic topology
arXiv:1401.7964 [math.GN] (Published 2014-01-30, updated 2014-02-01)
Metrizable DH-spaces of the first category
arXiv:2501.06898 [math.GN] (Published 2025-01-12)
The $κ$-Fréchet-Urysohn property for $C_p(X)$ is equivalent to Baireness of $B_1(X)$