activity
20022014
most citedSur la densité des représentations cristallines du groupe de Galois absolu de Q_p

13 citations · 36 across the 8 of their papers we have counts for

collaborators

8 papers

math.NT2014★ 11 cited

Formes automorphes et voisins de Kneser des réseaux de Niemeier

Gaëtan Chenevier, Jean Lannes

In this memoir, we study the even unimodular lattices of rank at most 24, as well as a related collection of automorphic forms of the orthogonal, symplectic and linear groups of sm…

math.NT2013★ 7 cited

Représentations galoisiennes automorphes et conséquences arithmétiques des conjectures de Langlands et Arthur

Gaëtan Chenevier

This is the memoir of my habilitation thesis, defended on March 29 th, 2013 (Université Paris XI).

math.NT2010★ 13 cited

Sur la densité des représentations cristallines du groupe de Galois absolu de Q_p

Gaëtan Chenevier

Let X_d be the p-adic analytic space classifying the d-dimensional (semisimple) p-adic Galois representations of the absolute Galois group of Q_p. We show that the crystalline repr…

math.NT2007

Quelques courbes de Hecke se plongent dans l'espace de Colmez

Gaetan Chenevier

Let p be a prime, C the p-adic Eigencurve (with tame level 1) and Z the blow-up of the Fredholm hypersurface of the U_p - operator at the special points. We show that for p = 2, 3,…

math.NT2007

Corps de nombres peu ramifies et formes automorphes autoduales

Gaetan Chenevier, Laurent Clozel

Let S be a finite set of primes, p in S, and Q_S a maximal algebraic extension of Q unramified outside S and infinity. Assume that |S|>=2. We show that the natural maps Gal(Q_p^bar…

math.NT2004★ 5 cited

Lissite de la courbe de Hecke de GL(2) aux points Eisenstein critiques

Joel Bellaiche, Gaetan Chenevier

Let p be a prime number and C be the p-adic tame level 1 eigencurve introduced by Coleman-Mazur. We prove that C is smooth at the evil Eisenstein points and we give necessary and s…