Definition:Range of Sequence

Definition
Let $\left \langle{x_n}\right \rangle_{n \in A}$ be a sequence.

The range of $\left \langle{x_n}\right \rangle$ is the set:
 * $\left\{{x_n: n \in A}\right\}$

Also known as
In keeping with the naming convention on this site it would make sense to refer to this object as the image of (the sequence) $\left \langle{x_n}\right \rangle$.

However, this is rarely seen in the published literature.