Giulio Bresciani

most citedThe field of moduli of sets of points in

P^{2}

2 citations · 2 across the 2 of their papers we have counts for

collaborators

2 papers

math.AG2023

On Grothendieck's section conjecture for curves of index $1$

Giulio Bresciani

We prove that every hyperbolic curve with a faithful action of a non-cyclic $p$ -group (with a few exceptions if $p = 2$ ) has a twisted form of index $1$ which satisfies Grothendieck'…

math.AG2023★ 2 cited

The field of moduli of sets of points in $P^{2}$

Giulio Bresciani

For every $n \geq 6$ , we give an example of a finite subset of $P^{2}$ of degree $n$ which does not descend to any Brauer-Severi surface over the field of moduli. Conversely…

On Grothendieck's section conjecture for curves of index 1

The field of moduli of sets of points in P2

On Grothendieck's section conjecture for curves of index $1$

The field of moduli of sets of points in $P^{2}$