In this paper, we realize a regular supersingular representation pi of GL(2)(Q(p)) as a quotient of a representation induced from the Iwahori subgroup of GL(2)(Q(p)). We also show that this realization provides a uniform way of looking at all the self-extensions of pi which have a four dimensional space of I(1)-invariants. (C) 2014 Elsevier Inc. All rights reserved
Let p be a prime number. This thesis is a contribution to the theory of mod p representations of p-a...
In this thesis, we classify all irreducible admissible mod-p representations ofGL2(Qp)and divide tho...
This volume presents a fully self-contained introduction to the modular representation theory of the...
Abstract. S. Morra has recently computed the K-socle filtration as well as the struc-ture of the spa...
AbstractLet p⩾5 be a prime number. In [BL94] Barthel and Livné (1994) gave a classification for irre...
Cette thèse se propose de donner des contributions originales à l'étude des représentations lisses d...
Let D be a division algebra over a p-adic field of characteristic 0. We investigate the mod-p supers...
AbstractLet p be an odd prime number. The classification of irreducible representations of GL2(Qp) o...
In the paper, we will show the classification of irreducible smooth representations of $GL_n(\mathbb...
Contains fulltext : 201812.pdf (preprint version ) (Open Access) ...
version 5 : final version, to appear in "Compositio Mathematica"International audienceColmez has giv...
We construct two infinite-dimensional irreducible representations for D(2, 1; alpha): a Schrodinger ...
International audienceLet F be a nite extension of Qp. We associate, to certain smooth p-modular rep...
This thesis analyzes representations of the form Ind sub(P) exp(GL sub(4)(F)) sigma sub(1) (X) sigma...
The modular representation theory of Iwahori-Hecke algebras and this theory's connection to groups o...
Let p be a prime number. This thesis is a contribution to the theory of mod p representations of p-a...
In this thesis, we classify all irreducible admissible mod-p representations ofGL2(Qp)and divide tho...
This volume presents a fully self-contained introduction to the modular representation theory of the...
Abstract. S. Morra has recently computed the K-socle filtration as well as the struc-ture of the spa...
AbstractLet p⩾5 be a prime number. In [BL94] Barthel and Livné (1994) gave a classification for irre...
Cette thèse se propose de donner des contributions originales à l'étude des représentations lisses d...
Let D be a division algebra over a p-adic field of characteristic 0. We investigate the mod-p supers...
AbstractLet p be an odd prime number. The classification of irreducible representations of GL2(Qp) o...
In the paper, we will show the classification of irreducible smooth representations of $GL_n(\mathbb...
Contains fulltext : 201812.pdf (preprint version ) (Open Access) ...
version 5 : final version, to appear in "Compositio Mathematica"International audienceColmez has giv...
We construct two infinite-dimensional irreducible representations for D(2, 1; alpha): a Schrodinger ...
International audienceLet F be a nite extension of Qp. We associate, to certain smooth p-modular rep...
This thesis analyzes representations of the form Ind sub(P) exp(GL sub(4)(F)) sigma sub(1) (X) sigma...
The modular representation theory of Iwahori-Hecke algebras and this theory's connection to groups o...
Let p be a prime number. This thesis is a contribution to the theory of mod p representations of p-a...
In this thesis, we classify all irreducible admissible mod-p representations ofGL2(Qp)and divide tho...
This volume presents a fully self-contained introduction to the modular representation theory of the...