Let1 G be a profinite group which is topologically finitely generated, 2 pa prime number and
d≥ 1 an integer. We show that the functor from rigid analytic spaces over Qp to sets, which …

The authors study both the case of matrices over a field of characteristic 0 and the case of
matrices over a field of positive characteristic. While the case of characteristic 0 can be …

Pseudocharacters were first introduced by Taylor and Wiles to study congruences of
representations. When A is an algebraically closed field with d! &epsis; A×, the trace gives a …

Gaëtan CHENEVIER arxiv:1307.5170v1 [math.NT] 19 Jul 2013 Page 1 Mémoire d’habilitation
à diriger des recherches Soutenu le 29 Mars 2013 à l’université Paris XI Représentations …

Let K be a finite extension of the p-adic field ${\mathbb {Q}} _p $ of degree d, let ${{\mathbb
{F}}\,\!{}} $ be a finite field of characteristic p and let ${\overline {{D}}} $ be an n-dimensional …

Some Universal Constructions in Representation Theory Page 1 Algebras and Representation
Theory https://doi.org/10.1007/s10468-024-10278-6 RESEARCH Some Universal …

We introduce the notion of $\textit {symplectic determinant laws} $ by analogy with
Chenevier's definition of determinant laws. Symplectic determinant laws are a way to define …

We add some further constructions to the general Theory of Cayley Hamilton algebras
developed in the papers [Procesi, C.: J. Algebra 107, 63–74 (1987), Procesi, C.: Naz …

Algebra — Norms and Cayley–Hamilton algebras, by Claudio Procesi, com- municated on 15
January 2021. To the memory of Edoard Page 1 Rend. Lincei Mat. Appl. 32 (2021), 23–61 DOI …

In this survey paper we study the relationships between the coarse moduli space which
parameterizes the finite dimensional linear representations of an associative alegebra, the …