Bernhard Krötz, Job J. Kuit, Eric M. Opdam, Henrik Schlichtkrull
Published 2020-07-30Version 1
We explain by elementary means why the existence of a discrete series representation of a real reductive group $G$ implies the existence of a compact Cartan subgroup of $G$. The presented approach has the potential to generalize to real spherical spaces.
The FPP Conjecture for Real Reductive Groups
Arthur's Conjectures and the Orbit Method for Real Reductive Groups
Uniform temperedness of Whittaker integrals for a real reductive group
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