Definition:Upper Bound of Sequence/Real

Definition
Let $\left \langle {x_n} \right \rangle$ be a real sequence.

Let $\left \langle {x_n} \right \rangle$ be bounded above by $H \in \R$.

Then $H$ is an upper bound of $\left \langle {x_n} \right \rangle$.

Also see

 * Definition:Bounded Above Real Sequence


 * Definition:Bounded Below Real Sequence
 * Definition:Lower Bound of Real Sequence


 * Definition:Bounded Real Sequence