On the symmetric square: unstable local transfer.
On the theta lift from SO2n+1 to ...n.
On the Trace Formula of the Hecke Operators and the Special Values of the Second L-Functions Attached to the Hilbert Modular Forms.
On traces of Hecke operators on the space of cusp froms of weight 1.
On zeroes of the twisted tensor L-function.
Orbites unipotentes et spectre discret non ramifié. Le cas des groupes classiques déployés
Ordinary -adic Eisenstein series and -adic -functions for unitary groups
The purpose of this work is to carry out the first step in our four-step program towards the main conjecture for by the method of Eisenstein congruence on , where is an imaginary quadratic field. We construct a -adic family of ordinary Eisenstein series on the group of unitary similitudes with the optimal constant term which is basically the product of the Kubota-Leopodlt -adic -function and a -adic -function for . This construction also provides a different point of view of -adic...
Ordre de Bruhat et transfert : le cas réel
Oб акцессорных коэффициентах уравнения Фукса второго порядка с вещественными особыми точками
-adic ordinary Hecke algebras for
We study the -adic nearly ordinary Hecke algebra for cohomological modular forms on over an arbitrary number field . We prove the control theorem and the independence of the Hecke algebra from the weight. Thus the Hecke algebra is finite over the Iwasawa algebra of the maximal split torus and behaves well under specialization with respect to weight and -power level. This shows the existence and the uniqueness of the (nearly ordinary) -adic analytic family of cohomological Hecke eigenforms...
p-adic L-functions for GL(2n).
p-adic measures attached to automorphic representations of GL (3).
Paires duales réductives en caractéristique 2
Period invariants of Hilbert modular forms, II
Periods, poles of L-functions and symplectic-orthogonal theta lifts.
Poincaré Series for GL (n): Fourier Expansion, Kloosterman Sums, and Algebreo-Geometric Estimates.
Poles and resiudues of standard L-functions attached to Siegel modular forms.
Positivity of quadratic base change -functions
We show that certain quadratic base change -functions for are non-negative at their center of symmetry.
Preuve de la conjecture de Langlands locale pour : travaux de Harris-Taylor et Henniart
Prime geodesic theorem.