arXiv:1106.4136 [math.GN]AbstractReferencesReviewsResources
Open uniform (G) at non-isolated points and maps
Published 2011-06-21Version 1
In this paper, we mainly introduce the notion of an open uniform (G) at non-isolated points, and show that a space $X$ has an open uniform (G) at non-isolated points if and only if $X$ is the open boundary-compact image of metric spaces. Moreover, we also discuss the inverse image of spaces with an open uniform (G) at non-isolated points. Two questions about open uniform (G) at non-isolated points are posed.
Comments: 10 pages
Journal: Questions and Answers in General topology, 28(2010), 147--156
Categories: math.GN
Tags: journal article
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