Guillaume Pagot

collaborators

2 papers

math.NT2025

On the arithmetic and geometry of spaces $L_{m + 1, n}$

Michel Matignon, Guillaume Pagot, Daniele Turchetti

Let $p$ be a prime number. Motivated by the local lifting problem for $(Z / p Z)^{n}$ with $n > 1$ , we prove several new results on certain $F_{p}$ -vector spaces…

math.AG2024

The local lifting problem for $(Z /2 Z)^{3}$

Guillaume Pagot

Let $k$ be an algebraically closed field of characteristic $2$ . In this paper we describe the $(Z /2 Z)^{3}$ -actions on $k [[z]]$ for which there is a discrete valuati…

On the arithmetic and geometry of spaces Lm+1,n​

The local lifting problem for (Z/2Z)3

On the arithmetic and geometry of spaces $L_{m + 1, n}$

The local lifting problem for $(Z /2 Z)^{3}$