Title: The $Cos^\lambda$ transform as intertwining operator between generalized principal series representations of SL(n+1,K)
Speaker: Prof. Angela Pasquale Universite Paul Verlaine - Metz
Date: 23 December 2011
Time: 4:00 - 5:00 p.m.
Venue: Department of Mathematics, Lecture Hall I
The $Cos^\\lambda$ transform on real Grassmann manifolds was first studied in convex geometry. The definition of this integral transform has been later extended to Grassmann manifolds over $\\mathbb K$, where $\\mathbb K$ denotes the reals, the complex numbers or the quaternions.
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