## DefinitionEdit

Let be a metric space, and let . We call a limit point of if for any there exists some such that .

We denote the set the set of all such that is a limit point of .

Last modified on 10 January 2010, at 18:05
# Real Analysis/Limit Points (Accumulation Points)

## DefinitionEdit

Let be a metric space, and let . We call a limit point of if for any there exists some such that .

We denote the set the set of all such that is a limit point of .