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20112026
most citedA theorem of Gordan and Noether via Gorenstein rings

11 citations · 32 across the 12 of their papers we have counts for

collaborators

22 papers

math.AG2026

Some rational subvarieties of moduli spaces of stable vector bundles

Sonia Brivio, Federico Fallucca, Filippo F. Favale

Let X be a smooth complex irreducible projective variety of dimension and be an ample line bundle on . In this paper, we construct families of -stable vector…

math.AG2024★ 1 cited

On the irreducibility of Hessian loci of cubic hypersurfaces

Davide Bricalli, Filippo F. Favale, Gian Pietro Pirola

We study the problem of the irreducibility of the Hessian variety associated with a smooth cubic hypersurface . We prove that when $n\leq5…

math.AG2022

Holomorphic 1-forms on some coverings of the moduli space of curves

Filippo Francesco Favale, Juan Carlos Naranjo, Gian Pietro Pirola +1

In this paper we consider unramified coverings of the moduli space of smooth projective complex curves of genus . Under some hypothesis on the branch locus of th…

math.AG2022

Higher-rank Brill-Noether loci on nodal reducible curves

Sonia Brivio, Filippo F. Favale

In this paper we deal with Brill-Noether theory for higher-rank sheaves on a polarized nodal reducible curve following the ideas of [arXiv:alg-geom/9511003v1].…

math.AG2022★ 4 cited

Lefschetz properties for jacobian rings of cubic fourfolds and other Artinian algebras

Davide Bricalli, Filippo F. Favale

In this paper, we exploit some geometric-differential techniques to prove the strong Lefschetz property in degree for a complete intersection standard Artinian Gorenstein algeb…

math.AG2022★ 11 cited

A theorem of Gordan and Noether via Gorenstein rings

Davide Bricalli, Filippo F. Favale, Gian Pietro Pirola

Gordan and Noether proved in their fundamental theorem that an hypersurface with is a cone if and only if has vanishing hessian (i.e. t…