3 papers
math.RT2018
Cuspidal integrals and subseries for
Mogens Flensted-Jensen, Job J. Kuit
We show that for the symmetric spaces and the cuspidal integrals are absolutely conver…
math.RT2013
Asymptotics for the Radon transform on hyperbolic spaces
Nils Byrial Andersen, Mogens Flensted--Jensen
Let G/H be a hyperbolic space over R C or H, and let K be a maximal compact subgroup of G. Let D denote a certain explicit invariant differential operator, such that the non-cuspid…
math.RT2012
Cuspidal discrete series for projective hyperbolic spaces
Nils Byrial Andersen, Mogens Flensted-Jensen
We have in [1] proposed a definition of cusp forms on semisimple symmetric spaces , involving the notion of a Radon transform and a related Abel transform. For the real non-Ri…