Generators for Amenable Group Actions.

Stefan Sujan

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Non Uniqueness of Invariant Means for Amenable Group Actions.

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Mixing actions of groups with the Haagerup approximation property

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A countable group Γ has the Haagerup approximation property if and only if the mixing actions are dense in the space of all actions of Γ.

On group extensions of 2-fold simple ergodic actions

Artur Siemaszko (1994)

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Compact group extensions of 2-fold simple actions of locally compact second countable amenable groups are considered. It is shown what the elements of the centralizer of such a system look like. It is also proved that each factor of such a system is determined by a compact subgroup in the centralizer of a normal factor.