Homeomorphic Measures in Metric Spaces

DOI10.2307/2037379zbMath0187.00902OpenAlexW4233502995MaRDI QIDQ5580972

John C. Oxtoby

Publication date: 1970

Full work available at URL: https://doi.org/10.2307/2037379

zbMATH Keywords

measure and integration

Related Items (14)

Cantor Sets in Metric Measure Spaces ⋮ Completeness of \(\mathrm S4\) for the Lebesgue measure algebra ⋮ Prozesse mit vorgegebenen eindimensionalen atomlosen Marginalma\en ⋮ The mathematical work of John C. Oxtoby ⋮ Algebraic Numbers and Topologically Equivalent Measures in the Cantor Set ⋮ On the mobility and efficiency of mechanical systems ⋮ A characterization of homeomorphic Bernoulli trial measures ⋮ On homeomorphic Bernoulli measures on the Cantor space ⋮ Dynamic measure logic ⋮ On Borel maps, calibrated ${\ensuremath {\sigma }}$-ideals, and homogeneity ⋮ An example concerning completion regular measures, images of measurable sets and measurable selections ⋮ Regularity estimates for elliptic nonlocal operators ⋮ Measures on topological spaces ⋮ Effective randomness for continuous measures

Cites Work

• Einige Sätze über messbare Abbildungen
• Measure-preserving homeomorphisms and metrical transitivity
• Cantor Sets in Metric Measure Spaces
• Measures in non-separable metric spaces
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