Correspondance De Springer Modulaire Et Matrices De Décomposition — Modular Springer Correspondence and Decomposition Matrices
نویسنده
چکیده
Cédric Bonnafé (co-directeur) Chargé de Recherche à l’Université de Franche-Comté Michel Brion Directeur de Recherche à l’Université de Grenoble 1 Michel Broué Professeur à l’Université Paris 7 Bernard Leclerc Professeur à l’Université de Caen Jean Michel Directeur de Recherche à l’Université Paris 7 Raphaël Rouquier (co-directeur) Directeur de Recherche à l’Université Paris 7 Professeur à l’Université d’Oxford Wolfgang Soergel (rapporteur) Professeur à l’Université Albert-Ludwigs de Freiburg Tonny Springer Professeur à l’Université d’Utrecht
منابع مشابه
1 4 N ov 2 00 8 ON SOME MODULAR REPRESENTATIONS OF THE BOREL SUBGROUP OF GL 2 ( Q p ) by Laurent
— Colmez has given a recipe to associate a smooth modular representation Ω(W ) of the Borel subgroup of GL2(Qp) to a Fp-representation W of Gal(Qp/Qp) by using Fontaine’s theory of (φ,Γ)-modules. We compute Ω(W ) explicitly and we prove that if W is irreducible and dim(W ) = 2, then Ω(W ) is the restriction to the Borel subgroup of GL2(Qp) of the supersingular representation associated to W by ...
متن کامل1 N ov 2 00 8 ON SOME MODULAR REPRESENTATIONS OF THE BOREL SUBGROUP OF GL 2 ( Q p )
— Colmez has given a recipe to associate a smooth modular representation Ω(W ) of the Borel subgroup of GL2(Qp) to a Fp-representation W of Gal(Qp/Qp) by using Fontaine’s theory of (φ,Γ)-modules. We compute Ω(W ) explicitly and we prove that if W is irreducible and dim(W ) = 2, then Ω(W ) is the restriction to the Borel subgroup of GL2(Qp) of the supersingular representation associated to W by ...
متن کاملO ct 2 00 8 ON SOME MODULAR REPRESENTATIONS OF THE BOREL SUBGROUP OF GL 2 ( Q p )
— Colmez has given a recipe to associate a smooth modular representation Ω(W ) of the Borel subgroup of GL2(Qp) to a Fp-representation W of Gal(Qp/Qp) by using Fontaine’s theory of (φ,Γ)-modules. We compute Ω(W ) explicitly and we prove that if W is irreducible and dim(W ) = 2, then Ω(W ) is the restriction to the Borel subgroup of GL2(Qp) of the supersingular representation associated to W in ...
متن کامل1 6 M ay 2 00 9 ON SOME MODULAR REPRESENTATIONS OF THE BOREL SUBGROUP OF GL 2 ( Q p ) by
— Colmez has given a recipe to associate a smooth modular representation Ω(W ) of the Borel subgroup of GL2(Qp) to a Fp-representation W of Gal(Qp/Qp) by using Fontaine’s theory of (φ,Γ)-modules. We compute Ω(W ) explicitly and we prove that if W is irreducible and dim(W ) = 2, then Ω(W ) is the restriction to the Borel subgroup of GL2(Qp) of the supersingular representation associated to W by ...
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This paper deals with a fundamental problem in motion and stereo analysis, namely that of determining the camera intrinsic calibration parameters. A novel method is proposed that follows the autocalibration paradigm, according to which calibration is achieved not with the aid of a calibration pattern but by observing a number of image features in a set of successive images. The proposed method ...
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