TheoremBase

Bounded Sequence of Real Numbers

Statement

A sequence (xn)n=1∞(x_n)_{n=1}^\infty of real numbers is called bounded if there exists a real number M>0M>0 such that

∣xn∣≤Mfor every n∈N.|x_n|\le M\quad\text{for every }n\in\mathbb{N}.

Citations

Loading…

Dependencies

Loading…

Related

0 relations

Curated associations between results. These are editable and subjective — they do not replace the dependency graph, which is derived from the references in the text.

No relations recorded yet.

Comments

Log in to comment.

Loading…