- #1
pob1212
- 21
- 0
Hi,
I'm reading Baby Rudin and have a quick question regarding topology.
Given a nonempty subset E of a metric space X, is it true that the only points in E are either isolated points or limit points? (b/c all interior points are by definition limit points, but not all limit points are interior points)
Does this exhaust every kind of point in E?
Thanks,
pob
I'm reading Baby Rudin and have a quick question regarding topology.
Given a nonempty subset E of a metric space X, is it true that the only points in E are either isolated points or limit points? (b/c all interior points are by definition limit points, but not all limit points are interior points)
Does this exhaust every kind of point in E?
Thanks,
pob