CRN 12109: HW 5
From Classes
(Difference between revisions)
HelmutKnaust (Talk | contribs) (Created page with "'''Problem 21.''' A set $X$ is called ''limit point compact'', if every infinite subset $A$ of $X$ has a limit point belonging to $A$. Show that a set is limit point compact ...") |
Revision as of 17:36, 15 October 2013
Problem 21. A set $X$ is called limit point compact, if every infinite subset $A$ of $X$ has a limit point belonging to $A$.
Show that a set is limit point compact if and only if it is closed and bounded.
Problem 21. Exercise 2.7.6
