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Publication Detailed Description
Arithmetic aspect of C_r* SL(2)
Book Title
Operator Theory, Operator Algebras and Applications
Year (definitive publication)
2014
Language
English
Country
Switzerland
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Abstract
Let G = SL(2,F) where F is a local field of characteristic zero.
We use R-groups to study the reducibility of the unitary principal series of G. We show how the arithmetic of F has implications on the topology of the tempered dual of G and on the structure of the underlying reduced C*-algebra.
Acknowledgements
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Keywords
Local field, special linear group, Artin symbol
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