Locally compact
This is the current revision of Locally compact as edited by DavidB4-bot (talk | contribs) at 15:28, July 13, 2016. This URL is a permanent link to this version of this page.
A topological space X is locally compact if every point in X has a neighbourhood that is contained in a compact subspace of X.
Important Theorem: Every locally compact Hausdorff space has a one-point compactification.