activity
20022023
most citedAutomorphs of indefinite binary quadratic forms and K3-surfaces with Picard number 2

7 citations · 14 across the 11 of their papers we have counts for

collaborators

13 papers

math.AG2023

The group law of Picard stacks via matrices

Cristiana Bertolin, Federica Galluzzi

Let S be a site. We show that the 2-stack of strictly commutative Picard stacks over S is algebraic, i.e. it is 2-equivalent to the 2-stack of 2-algebras for an adequate algebraic…

math.AG2019

A note on divisorial correspondences of extensions of abelian schemes by tori

Cristiana Bertolin, Federica Galluzzi

Let S be a locally noetherian scheme and consider two extensions G_1 and G_2 of abelian S-schemes by S-tori. In this note we prove that the fppf-sheaf Corr _S(G_1,G_2) of divisoria…

math.AG2017

Brauer groups of 1-motives

Cristiana Bertolin, Federica Galluzzi

Over a normal base scheme, we prove the generalized Theorem of the Cube for 1-motives and that a torsion class of the group H^2_ét(M,G_m)$ of a 1-motive M, whose pull-back via the…

math.AG2016★ 4 cited

Stability of Rank 2 Ulrich Bundles on Projective K3 Surfaces

Gianfranco Casnati, Federica Galluzzi

Let be a non-degenerate surface of degree , where . In this paper we deal with Ulrich bundles on of rank . We deal with their st…

math.AG2014

The Nori-Hilbert scheme is not smooth for 2-Calabi Yau algebras

Raf Bocklandt, Federica Galluzzi, Francesco Vaccarino

Let be an algebraically closed field of characteristic zero and let be a finitely generated algebra. The Nori - Hilbert scheme of , parameterizes left ideals of codi…

math.AG2013

A new family of algebras whose representation schemes are smooth

Alessandro Ardizzoni, Federica Galluzzi, Francesco Vaccarino

We give a necessary and sufficient smoothness condition for the scheme parameterizing the n-dimensional representations of a finitely generated associative algebra over an algebrai…