activity
20132025
most citedEquivalence of K3 surfaces from Verra threefolds

3 citations · 6 across the 13 of their papers we have counts for

collaborators

19 papers

math.AG2025

L-equivalence and Fourier--Mukai partners of cubic fourfolds

Reinder Meinsma, Riccardo Moschetti

We study L-equivalence in the Grothendieck ring of varieties and its interaction with categorical invariants of cubic fourfolds. Assuming a Derived Torelli-type criterion for Kuzne…

math.AG2025

Conic linear series and pencils of plane quartics

Riccardo Moschetti, Gian Pietro Pirola, Lidia Stoppino

We study linear systems cut out by cones of fixed degree on a smooth complex curve . We develop a systematic study of the families of such systems, consider…

math.AG2024

Pencils of plane cubics with one base point

Riccardo Moschetti, Gian Pietro Pirola, Lidia Stoppino

We study pencils of plane cubics with only one base point and general member smooth, giving a complete classification. Under the additional hypothesis that all members are irreduci…

math.AG2023

The non-degeneracy invariant of Brandhorst and Shimada's families of Enriques surfaces

Riccardo Moschetti, Franco Rota, Luca Schaffler

Brandhorst and Shimada described a large class of Enriques surfaces, called -generic, for which they gave generators for the automorphism groups and calculated the…

math.AG2023

Fullness of the Kuznetsov-Polishchuk exceptional collection for the spinor tenfold

Riccardo Moschetti, Marco Rampazzo

Kuznetsov and Polishchuk provided a general algorithm to construct exceptional collections of maximal length for homogeneous varieties of type A,B,C,D. We consider the case of the…

math.AG2022★ 1 cited

A computational view on the non-degeneracy invariant for Enriques surfaces

Riccardo Moschetti, Franco Rota, Luca Schaffler

For an Enriques surface , the non-degeneracy invariant retains information on the elliptic fibrations of and its polarizations. In the current paper, we int…