A local method in group cohomology.
Abelian varieties, ...-adic representations, and ...-independence.
Automorphic realization of residual Galois representations
We show that it is possible in rather general situations to obtain a finite-dimensional modular representation of the Galois group of a number field as a constituent of one of the modular Galois representations attached to automorphic representations of a general linear group over , provided one works “potentially.” The proof is based on a close study of the monodromy of the Dwork family of Calabi–Yau hypersurfaces; this in turn makes use of properties of rigid local systems and the classification...
Comportement des fonctions -adiques au voisinage de zéro
Derived equivalence for cyclic blocks over a P-adic ring.
Duality in G-algebras.
Five dimensional Bieberbach groups with trivial centre.
Galois module structure of generalized jacobians.
For a prime number l and for a finite Galois l-extension of function fields L / K over an algebraically closed field of characteristic p <> l, it is obtained the Galois module structure of the generalized Jacobian associated to L, l and the ramified prime divisors. In the cyclic case an implicit integral representation of the Jacobian is obtained and this representation is compared with the explicit representation.
Green walks in a hypergraph
Indecomposable -lattices for a class of metabelian groups
Integral schur algebras for GL2.
Isométries de caractères et équivalences de Morita ou dérivées
Logarithmic Descriptions of K1' (Zp G) and Classgroups of Symmetric Groups.
New ramification breaks and additive Galois structure
Which invariants of a Galois -extension of local number fields (residue field of char , and Galois group ) determine the structure of the ideals in as modules over the group ring , the -adic integers? We consider this question within the context of elementary abelian extensions, though we also briefly consider cyclic extensions. For elementary abelian groups , we propose and study a new group (within the group ring where is the residue field) and its resulting ramification filtrations....
Nilpotent blocks and their source algebras.
On Groups with Several Doubly-Transitive Permuation Representations.
Some p-adic Galois Representations for Curves in Characteristic p.
Stable equivalences of Morita type for self-injective algebras and p-groups.
Sur quelques représentations l,-adiques liées aux symboles et à la l - ramification.
Tentative de description immobilière de quelques représentations intégrales de groupes finis (avec l'aide de Guy Rousseau)