strongly measure-compact

Definition

• A space X is strongly measure-compact if for every nonzero σ-additive Baire measure, μ, on X there is a compact set such that μ*(K) > 0.

Reference

• Gale, Sherry L. , Measure-compact spaces. ,[J] Topology Appl. 45, No.2, 103-118 (1992).