We provide two families of algorithms to compute characteristic polynomi...
We provide a new proof of the multivariate version of Christol's theorem...
We present the first implementation of Drinfeld modules fully integrated...
Given a linear differential equation with coefficients in ℚ(x), an
impor...
We introduce the first geometric construction of codes in the sum-rank
m...
In this paper, we study ideals spanned by polynomials or overconvergent
...
We give a description of the duals of linearized Reed-Solomon codes in t...
We design algorithms for computing values of many p-adic elementary and
...
Tate introduced in [Ta71] the notion of Tate algebras to serve, in the
c...
Introduced by Tate in [Ta71], Tate algebras play a major role in the con...
This paper constitutes a first attempt to do analysis with skew polynomi...
Tate algebras are fundamental objects in the context of analytic geometr...
We introduce Reed-Solomon-Gabidulin codes which is, at the same time, an...
We revisit Christol's theorem on algebraic power series in positive
char...
We present a new package ZpL for the mathematical software system SM. It...
We describe an algorithm for fast multiplication of skew polynomials. It...
We analyze the precision of the characteristic polynomial of an n× n
p-a...
This document contains the notes of a lecture I gave at the "Journées
Na...
The p-curvature of a system of linear differential equations in positive...
We study two important operations on polynomials defined over complete
d...