A topological space \(X\) is limit point compact if every infinite subset of \(X\) has a limit point in \(X\).
What does it mean for a space to be limit point compact?
Limit point compact space
FD-PMA24
FD-PMA24
A topological space \(X\) is limit point compact if every infinite subset of \(X\) has a limit point in \(X\).