2 citations · 2 across the 2 of their papers we have counts for
3 papers
math.NT2026
A class formula for effective Anderson motives
Xavier Caruso, Quentin Gazda, Alexis Lucas
We establish a class formula with variable for arbitrary effective Anderson motives. This pursues the pioneering work of Taelman and extends the scope of the work of Angl{è}s-Ngo D…
math.NT2024
Wieferich primes for Drinfeld modules
Xavier Caruso, Quentin Gazda, Alexis Lucas
The aim of this paper is to discuss the notion of Wieferich primes in the context of Drinfeld modules. Our main result is a surprising connection between the proprety of a monic ir…
cs.SC2024★ 2 cited
Computation of classical and -adic -series of -motives
Xavier Caruso, Quentin Gazda
We design an algorithm for computing the -series associated to an Anderson -motives, exhibiting quasilinear complexity with respect to the target precision. Based on experime…