Add to ORKGInternational audienceLet F/Q be a CM field where p splits completely and let r : Gal(Q/F) → GL 3 (Fp) be a Galois representation whose restriction to Gal(Q p /Fw) is ordinary and strongly generic for all places w above p. In this paper we specify the set of Serre weights in which r can be modular. To this aim, we develop a technique in integral p-adic Hodge theory to describe extensions of rank-one Breuil modules
In the 1970s, Serre formulated his remarkable conjecture that every two-dimensional mod-p Galois rep...
We prove in generic situations that the lattice in a tame type induced by the completed cohomology o...
AbstractLet ρ:Gal(Q¯/Q)→GLn(F¯p) be an n-dimensional mod p Galois representation. If ρ is modular fo...
International audienceLet F/Q be a CM field where p splits completely and let r : Gal(Q/F) → GL 3 (F...
Let F/Q be a CM field where p splits completely and let (r) over bar : Gal((Q) over bar /F) -> GL...
A generalization of Serre’s Conjecture asserts that if F is a totally real field, then certain chara...
A generalization of Serre’s Conjecture asserts that if F is a totally real field, then certain chara...
A generalization of Serre’s Conjecture asserts that if F is a totally real field, then certain chara...
We prove a version of the weight part of Serre's conjecture for mod $p$ Galois representations attac...
International audienceLet F/Q be a CM field where p splits completely and ¯ r : Gal(Q/F) → GL 3 (Fp)...
Comments welcome !We formulate and prove the weight part of Serre's conjecture for three-dimensional...
A generalization of the weight part of Serre's conjecture asks for which Serre weights a given mod p...
Comments welcome!We study the weight part of Serre's conjecture for generic $n$-dimensional mod $p$ ...
We study the weight part of Serre's conjecture for generic $n$-dimensional mod $p$ Galois representa...
In the 1970s, Serre formulated his remarkable conjecture that every two-dimensional mod-p Galois rep...
In the 1970s, Serre formulated his remarkable conjecture that every two-dimensional mod-p Galois rep...
We prove in generic situations that the lattice in a tame type induced by the completed cohomology o...
AbstractLet ρ:Gal(Q¯/Q)→GLn(F¯p) be an n-dimensional mod p Galois representation. If ρ is modular fo...
International audienceLet F/Q be a CM field where p splits completely and let r : Gal(Q/F) → GL 3 (F...
Let F/Q be a CM field where p splits completely and let (r) over bar : Gal((Q) over bar /F) -> GL...
A generalization of Serre’s Conjecture asserts that if F is a totally real field, then certain chara...
A generalization of Serre’s Conjecture asserts that if F is a totally real field, then certain chara...
A generalization of Serre’s Conjecture asserts that if F is a totally real field, then certain chara...
We prove a version of the weight part of Serre's conjecture for mod $p$ Galois representations attac...
International audienceLet F/Q be a CM field where p splits completely and ¯ r : Gal(Q/F) → GL 3 (Fp)...
Comments welcome !We formulate and prove the weight part of Serre's conjecture for three-dimensional...
A generalization of the weight part of Serre's conjecture asks for which Serre weights a given mod p...
Comments welcome!We study the weight part of Serre's conjecture for generic $n$-dimensional mod $p$ ...
We study the weight part of Serre's conjecture for generic $n$-dimensional mod $p$ Galois representa...
In the 1970s, Serre formulated his remarkable conjecture that every two-dimensional mod-p Galois rep...
In the 1970s, Serre formulated his remarkable conjecture that every two-dimensional mod-p Galois rep...
We prove in generic situations that the lattice in a tame type induced by the completed cohomology o...
AbstractLet ρ:Gal(Q¯/Q)→GLn(F¯p) be an n-dimensional mod p Galois representation. If ρ is modular fo...