Abstract
The main purpose of the paper is to establish formulae for both the upper and the lower multiplicity of an irreducible representation of a Moore group. Moreover, we show that for a group with small invariant neighbourhoods of the identity, the set of irreducible representations with finite upper multiplicity coincides with the dual of a quotient group.
Citation
Robert J. Archbold. Eberhard Kaniuth. "Upper and lower multiplicity for irreducible representations of SIN-groups." Illinois J. Math. 43 (4) 692 - 706, Winter 1999. https://doi.org/10.1215/ijm/1256060687
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