A. Plessis

collaborators

2 papers

math.NT2026

Small points in radical extensions of number fields

Andrea Conti, Ilaria Del Corso, Arnaud Plessis +1

We study small points in radical extensions of algebraic fields. Given an algebraic extension $F$ of $Q$ , a finitely generated subgroup $Î\subseteq \mathbb{F}^\t…

math.NT2025

Lower bounds for heights on some algebraic dynamical systems

Arnaud Plessis, Satyabrat Sahoo

Let $v$ be a finite place of a number field $K$ and write $K^{n r, v}$ for the maximal field extension of $K$ in which $v$ is unramified. The purpose of this paper is split up into t…