Add to ORKGUsing differential techniques, we compute the Jacquet module of the locally analytic vectors of irreducible admissible unitary representations of GL_2(\qp). This gives a direct proof of some results of Colmez, leading to a proof of conjectures by Berger, Breuil and Emerton
International audienceLet F be a non-Archimedean local field of residual characteristic p, and ℓ be ...
We fix a reductive p-adic group G. One very useful tool in the representation theory of reductive p-...
Let GL(n) denote the general linear group over a local nonarchimedean field. For the equivalence c...
Using differential techniques, we compute the Jacquet module of the locally analytic vectors of irre...
The p-adic local Lane lands correspondence for GL(2)(Q(p)) attaches to any 2-dimensional irreducible...
The topic of this thesis is the p-adic Langlands correspondence, imagined by Breuil and established ...
The topic of this thesis is the p-adic Langlands correspondence, imagined by Breuil and established ...
We prove a conjecture of Colmez concerning the reduction modulo $p$ of invariant lattices in irreduc...
International audienceLet V be a two-dimensional absolutely irreducible p-adic Galois representation...
International audienceLet V be a two-dimensional absolutely irreducible p-adic Galois representation...
Abstract. Let F be a local non-archimedean field of characteristic 0, and let A be an F-central divi...
Abstract: In this paper we generalize the local Jacquet-Langlands correspondence to all unitary irre...
Mieda Abstract. In this paper, we give a purely geometric approach to the local Jacquet-Langlands co...
International audienceTo each 2-dimensional irreducible p-adic representation of Gal(Qpbar/Qp) which...
International audienceLet F be a non-Archimedean local field of residual characteristic p, and ℓ be ...
International audienceLet F be a non-Archimedean local field of residual characteristic p, and ℓ be ...
We fix a reductive p-adic group G. One very useful tool in the representation theory of reductive p-...
Let GL(n) denote the general linear group over a local nonarchimedean field. For the equivalence c...
Using differential techniques, we compute the Jacquet module of the locally analytic vectors of irre...
The p-adic local Lane lands correspondence for GL(2)(Q(p)) attaches to any 2-dimensional irreducible...
The topic of this thesis is the p-adic Langlands correspondence, imagined by Breuil and established ...
The topic of this thesis is the p-adic Langlands correspondence, imagined by Breuil and established ...
We prove a conjecture of Colmez concerning the reduction modulo $p$ of invariant lattices in irreduc...
International audienceLet V be a two-dimensional absolutely irreducible p-adic Galois representation...
International audienceLet V be a two-dimensional absolutely irreducible p-adic Galois representation...
Abstract. Let F be a local non-archimedean field of characteristic 0, and let A be an F-central divi...
Abstract: In this paper we generalize the local Jacquet-Langlands correspondence to all unitary irre...
Mieda Abstract. In this paper, we give a purely geometric approach to the local Jacquet-Langlands co...
International audienceTo each 2-dimensional irreducible p-adic representation of Gal(Qpbar/Qp) which...
International audienceLet F be a non-Archimedean local field of residual characteristic p, and ℓ be ...
International audienceLet F be a non-Archimedean local field of residual characteristic p, and ℓ be ...
We fix a reductive p-adic group G. One very useful tool in the representation theory of reductive p-...
Let GL(n) denote the general linear group over a local nonarchimedean field. For the equivalence c...
