- #1
ehrenfest
- 2,020
- 1
Homework Statement
How would I prove that if X is locally compact and a subset of X, V, is compact, then there is an open set G with [tex]V \subset G[/tex] and closure(G) compact?EDIT: X is also Hausdorff (which with local compactness implies that it is regular) if that matters
Homework Equations
The Attempt at a Solution
Last edited: