Strong singularity, disjointness, and strong finite additivity of finitely additive measures
This paper is related to many differences between finitely additive measures and countably additive measures. Some of the subjects examined are the strong singularity, the disjointness, P-sets, \(P_ 1\)-sets, the strong finite additivity and \(L^{\infty *}.\) Locally compact Hausdorff spaces which are sham-compact or sham-sham compact, are characterized.
scientific article; zbMATH DE number 4053963
scientific article