Accumulation point ↩

Metadata

shorthands: {}
aliases: [Limit point]
created: 2021-12-15 14:22:49
modified: 2022-01-10 04:13:04

Let

be a subset of a metric space

.
Then a point

(which may or may not be a point of

) is called an accumulation point of

(or limit point of

) if every neighborhood of

contains at least one point

distinct from