Ramanujan duals II.
Rankin triple L functions
Regular trace formula and base change for
The “regular”trace formula, for a test function with a local component which is Iwahori-biinvariant and sufficiently regular with respect to the other components, is developed in the context of a reductive group. It is used to give a simple proof of the theory of base-change for cuspidal automorphic representations of which have a supercuspidal component. A purely local proof is given to transfer orbital integrals of sufficiently many spherical functions, by relating them to regular Iwahori functions....
Représentation métaplectique et conjectures de Howe
Représentations unipotents et formes qutomorphes de carré intégrable.