Conditional convergence

Definition

Conditional convergence is a property of series in which the series converges, but only when certain conditions are met. In other words, the convergence of the series depends on specific terms or conditions.

Related terms

Absolute convergence: A series is said to have absolute convergence if it converges regardless of any conditions or terms.

Divergence:

Divergence refers to a series that does not converge, meaning it goes off to infinity or negative infinity.

Convergent sequence: A sequence is said to be convergent if its terms approach a specific value as the index increases.