Source: wikibot/complete-metric-space
= Complete metric space
{wiki=Complete_metric_space}
A **complete metric space** is a type of metric space that possesses a specific property: every Cauchy sequence in that space converges to a limit that is also within the same space. To break this down: 1. **Metric Space**: A metric space is a set \\(X\\) along with a metric (or distance function) \\(d: X \\times X \\to \\mathbb\{R\}\\).