closed linear manifold

closed linear manifold

[¦klōzd ¦lin·ē·ər ′man·ə·fōld]
(mathematics)
A topologically closed vector subspace of a topological vector space.
References in periodicals archive ?
A subspace M of a normed space X is complemented if it has a subspace as an algebraic complement; that is, a closed linear manifold M of a normed space X is complemented if there is a closed linear manifold N of X such that M and N are algebraic complements.
Full browser ?