Convergence and divergence ↩

Metadata

shorthands: {}
aliases: [Convergence, Divergence, Converges, Diverges]
created: 2021-12-14 10:47:19
modified: 2022-01-10 04:13:04

Suppose that

is a sequence. We say that

if for every

there is an

so that whenever

. If

we say that the sequence converges, otherwise it diverges.