3 papers
math.AG2026
A minimality criterion for surfaces of general type with applications to product-quotient surfaces
Federico Fallucca
We present a numerical criterion to establish the minimality of surfaces of general type. This approach is then adapted to the case of product-quotient surfaces, where the criterio…
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 vecto…
math.AG2025
On Rigid Varieties Isogenous to a Product of Curves
Federico Fallucca, Christian Gleissner, Noah Ruhland
In this note, we study rigid complex manifolds that are realized as quotients of a product of curves by a free action of a finite group. They serve as higher-dimensional analogues…