Léo Poyeton

activity

20242026

collaborators

3 papers

math.NT2026

Locally analytic vectors and $Z_{p}$ -extensions

LÃ©o Poyeton

Let $K$ be a finite extension of $Q_{p}$ and let $G_{K} = Gal (Q_{p} / K)$ . Lately, interest has risen around a generalization of the theory…

math.NT2025

Multivariable $p$ -adic Hodge theory for products of Galois groups

In this paper we explain how to attach to a family of $p$ -adic representations of a product of Galois groups an overconvergent family of multivariable $(I ¨ , I^)$ -modules, generalizi…

math.NT2024

Locally analytic vectors and rings of periods

LÃ©o Poyeton

In this paper, we try to extend Berger's and Colmez's point of view, using locally analytic vectors in order to generalize classical cyclotomic theory, in higher rings of periods.…

Locally analytic vectors and Zp​-extensions

Multivariable p-adic Hodge theory for products of Galois groups

Locally analytic vectors and rings of periods

Locally analytic vectors and $Z_{p}$ -extensions

Multivariable $p$ -adic Hodge theory for products of Galois groups