- #1
jwqwerty
- 43
- 0
the definition of limit point:
a point p is a limit point of E(subset of metric space X) if every neighborhood of p contains a point q≠p which is in E.
My question is that is there a limit point p which is not in E?
a point p is a limit point of E(subset of metric space X) if every neighborhood of p contains a point q≠p which is in E.
My question is that is there a limit point p which is not in E?