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Currently displaying 1 – 7 of 7

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Capacitylike Set Functions and Upper Envelopes of Measures.

Wolfgang Adamski — 1977

Mathematische Annalen

On Measures Integrating All Functions of a Given Vector Lattice.

Wolfgang Adamski — 1987

Monatshefte für Mathematik

Complete Spaces and Zero-One Measures.

Wolfgang Adamski — 1976

Manuscripta mathematica

An Abstract Approach to Weak Topologies in Spaces of Measures

Wolfgang Adamski — 1977

Δελτίο της Ελληνικής Μαθηματικής Εταιρίας

τ-smooth linear functionals on vector lattices of real-valued functions

Wolfgang Adamski — 1986

Studia Mathematica

On the extremality of regular extensions of contents and measures

Wolfgang Adamski — 1995

Commentationes Mathematicae Universitatis Carolinae

Let $𝒜$ be an algebra and $𝒦$ a lattice of subsets of a set $X$ . We show that every content on $𝒜$ that can be approximated by $𝒦$ in the sense of Marczewski has an extremal extension to a $𝒦$ -regular content on the algebra generated by $𝒜$ and $𝒦$ . Under an additional assumption, we can also prove the existence of extremal regular measure extensions.

On Compactness and Convergence in Spaces of Measures.

Wolfgang Adamski; Peter Gänßler; Sigurd Kaiser — 1976

Mathematische Annalen

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