Matthias Neufang, Jan Pachl, Juris Steprāns, Group actions whose space of invariant means is finite dimensional
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Volume 1, Issue 3, 1 December 2017, Pages 307-319
Abstract. It is shown that under various set theoretic hypotheses there is an amenable subgroup of the full symmetric group on such that the space of means on invariant under the natural action of is finite dimensional, yet the Arens multiplication by invariant means in is never weak* to weak* continuous.
How to Cite this Article:
Matthias Neufang, Jan Pachl, Juris Steprāns, Group actions whose space of invariant means is finite dimensional, J. Nonlinear Var. Anal. 1 (2017), 307-319.