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Classification of symmetric pairs with discretely decomposable restrictions of (g,K)-modules

Yoshiki Oshima
(Tokyo)
Analyseseminar
Torsdag, 1 marts, 2012, at 16:15, in Aud. D4 (1531-219)
Abstrakt:
Branching problems ask how an irreducible representation of a group decomposes when restricted to a subgroup.  If the subgroup is not compact, the restriction often contains continuous spectrum.  In this talk, I will discuss discretely decomposable representations for real reductive Lie groups and give a classification of reductive symmetric pairs that admit discretely decomposable restrictions.  This is a joint work with Toshiyuki Kobayashi
Kontaktperson: Bent Ørsted