1. In mathematics, a metric space in which every Cauchy sequence converges to a point within the space
The real numbers form a complete space under the standard metric.
Os números reais formam um espaço completo sob a métrica padrão.
2. In topology, a topological space that is complete with respect to a uniform structure
A complete space ensures that all Cauchy sequences have limits.
Um espaço completo garante que todas as sequências de Cauchy tenham limites.