Montel Space - Mathematics & Logic - Pure Mathematics Dictionary Definition A locally convex topological vector space in which every closed and bounded subset is compact; equivalently a space where every bounded sequence has a convergent subsequence and bounded sets are relatively compact.
Montel Space - Mathematics & Logic - Pure Mathematics Dictionary Definition A locally convex topological vector space in which every closed and bounded subset is compact; equivalently a space where every bounded sequence has a convergent subsequence and bounded sets are relatively compact.