On the role of an intersection property in measure theory - I
Schaerf, H.M. (1949)
Portugaliae mathematica
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Schaerf, H.M. (1949)
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Larsen, R. (1967)
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Wilbur, John (1973)
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Edward Marczewski (1953)
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Let G be a group of homeomorphisms of a nondiscrete, locally compact, σ-compact topological space X and suppose that a Haar measure on X exists: a regular Borel measure μ, positive on nonempty open sets, finite on compact sets and invariant under the homeomorphisms from G. Under some mild assumptions on G and X we prove that the measure completion of μ is the unique, up to a constant factor, nonzero, σ-finite, G-invariant measure defined on its domain iff μ is ergodic and the G-orbits...
Krzysztof Ciesielski, Andrzej Pelc (1985)
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Richard Bumby, Erik Ellentuck (1969)
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B. Jessen (1948)
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Artiaga, Lucio, Takahashi, Shuichi (1972)
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