Applications of outer measures to separation properties of lattices and regular or σ-smooth measures

Associated with a 0−1 measure μ∈I(ℒ) where ℒ is a lattice of subsets of X are outer measures μ′ and μ˜; associated with a σ-smooth 0−1 measure μ∈Iσ(ℒ) is an outer measure μ″ or with μ∈Iσ(ℒ′), ℒ′ being the complementary lattice, another outer measure μ˜˜. These outer measures and their associated mea...

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Détails bibliographiques

Auteur principal:	Pao-Sheng Hsu
Format:	Artigo
Langue:	Inglês
Publié:	Wiley 1996-01-01
Collection:	International Journal of Mathematics and Mathematical Sciences
Sujets:	normal lattice semi-separates separates complement generated countably paracompact countably compact. regular σ-smooth strongly σ-smooth slightly regular measures; μ*-measurable sets.
Accès en ligne:	http://dx.doi.org/10.1155/S016117129600035X
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