Non uniqueness of invariant means for amenable group actions

Author:

Krasa Stefan

Publisher

Springer Science and Business Media LLC

Subject

General Mathematics

Reference10 articles.

1. [B]Banach, St.: Sur le problème de la mesure. Fundamenta Math.4, 7?33 (1923).

2. [G]Greenleaf, F.: Invariant Means on Topological Groups. New York-Toronto-London-Melbourne: van Nostrand. 1969.

3. [GS]Grosser, M.: Algebra involutions on the bidual of a Banach space. Manuscripta Math.48, 291?295 (1984).

4. [HR]Hewitt, E., Ross, K.: Abstract Harmonic Analysis I. Berlin-Heidelberg-New York: Springer. 1963.

5. [JR]Del Junco, A., Rosenblatt, J.: Counterexamples in ergodic theory and number theory. Math. Ann.245, 185?197 (1979).

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2. Amenable Groups and Invariant Means;Journal of Functional Analysis;1994-11

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4. The action of a solvable group on an infinite set never has a unique invariant mean;Transactions of the American Mathematical Society;1988

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