Abstract
Let X be a locally compact, non-compact Hausdorff space with countable basis. We denote by: CK(X) the usual topological vector space of all finite continuous functions with compact support; C(X) the usual Frechet space of all finite continuous functions on X; MK(X) the usual topological vector space of all real Radon measures with compact support; M(X) the topological vector space of real Radon measures on X with the weak topology.
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