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.
Stable Trace Formula: Elliptic Singular Terms.
Sur la formule des traces de Selberg
Sur la représentation coadjointe des algèbres de Lie résolubles.
Sur les valeurs de certaines fonctions automorphes en leur centre de symétrie
Sur un résultat de Waldspurger II
The CAP representations of GSp (4, ...).
The Symmetric-Square L-Function Attached to a Cuspidal Automorphic Representation of GL3.
The topological rationality of linear representations
The unramified principal series of -adic groups. I. The spherical function
The unramified principal series of -adic groups. II. The Whittaker function
Theta liftings for quasi-split unitary groups.
Third symmetric power -functions for
Towards a stable trace formula.
Towards the Jacquet conjecture on the Local Converse Problem for -adic
The Local Converse Problem is to determine how the family of the local gamma factors characterizes the isomorphism class of an irreducible admissible generic representation of , with a non-archimedean local field, where runs through all irreducible supercuspidal representations of and runs through positive integers. The Jacquet conjecture asserts that it is enough to take . Based on arguments in the work of Henniart and of Chen giving preliminary steps towards the Jacquet conjecture,...
Twisted tensors and Euler products