Robert Yuncken (Clermont-Ferrand): Analysis on flag varieties. Oberseminar C*-Algebren.
Tuesday, 10.05.2011 15:15 im Raum N2 (Neubau)
The flag variety of a semi-simple Lie group G is a compact G-manifold which
appears frequently in representation theory. Principal series
representations are described in terms of bundles over these spaces. The
intertwining operators between these representations are given by
differential or pseudodifferential operators related along canonical
fibrations of these manifolds. I will discuss the analysis of such
operators and their relation to equivariant index theory, following
Kasparov.
Angelegt am Wednesday, 23.03.2011 09:42 von Elke Enning
Geändert am Thursday, 31.03.2011 09:02 von Elke Enning
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