arXiv Analytics

Sign in

arXiv:1403.1529 [math.GN]AbstractReferencesReviewsResources

A criterion to specify the absence of Baire property

Mehdi Pourbarat, Neda Abbasi

Published 2014-03-06Version 1

Let $X$ be a topological space. Let $X_0 \subseteq X$ be a second countable subspace. Also, assume that $X$ is first countable at any point of $X_0$. Then we provide some conditions under which we ensure that $X_0$ is not Baire.

Comments: 3 pages,no figures
Categories: math.GN
Subjects: 37B55, 54E52
Related articles: Most relevant | Search more
arXiv:1101.4504 [math.GN] (Published 2011-01-24)
Pontryagin duality in the class of precompact Abelian groups and the Baire property
arXiv:1503.04480 [math.GN] (Published 2015-03-15)
Verbal covering properties of topological spaces
arXiv:2204.05974 [math.GN] (Published 2022-04-12)
Baire property of some function spaces