In mathematics, specifically in
topology and
functional analysis, a subspace S of a
uniform spaceX is said to be sequentially complete or semi-complete if every
Cauchy sequence in S converges to an element in S.
X is called sequentially complete if it is a sequentially complete subset of itself.
In mathematics, specifically in
topology and
functional analysis, a subspace S of a
uniform spaceX is said to be sequentially complete or semi-complete if every
Cauchy sequence in S converges to an element in S.
X is called sequentially complete if it is a sequentially complete subset of itself.