activity
20002026
most citedGonality of curves on general hypersurfaces

10 citations · 47 across the 39 of their papers we have counts for

collaborators

44 papers

math.AG2026

Ulrich wildness of some decomposable threefold scrolls over

Maria Lucia Fania, Flaminio Flamini

The paper deals with Ulrich wildness of decomposable threefold scrolls over Hirzebruch surfaces , for any . Our Main Theorem enstablishes that for…

math.AG2025

Ulrich Bundles on decomposable threefold scrolls over

Maria Lucia Fania, Flaminio Flamini, Francesco Malaspina +1

Ulrich bundles provide profound insights into the underlying geometry and derived categories of projective varieties supporting them, yet their existence and modular properties rem…

math.AG2025

Complete classification of irreducible components of the Brill-Noether locus of rank- vector bundles of degree and speciality on a general -gonal curve

Youngook Choi, Flaminio Flamini, Seonja Kim

This paper replaces the previous longer version and focuses on the specialty case. More precisely, in this paper we address the Brill-Noether theory for rank-two, degree st…

math.AG2024

On some "sporadic" moduli spaces of Ulrich bundles on some 3-fold scrolls over

Maria Lucia Fania, Flaminio Flamini

We investigate on the existence of some "sporadic", rank- Ulrich vector bundles on suitable -fold scrolls over the Hirzebruch surface , which ar…

math.AG2024

A note on some moduli spaces of Ulrich Bundles

Maria Lucia Fania, Flaminio Flamini

We prove that the modular component , constructed in the Main Theorem of a former paper of us (published in Adv. Math on 2024), paramatrizing (isomorphism classes of…

math.AG2023

Ulrich Bundles on some threefold scrolls over

Maria Lucia Fania, Flaminio Flamini

We investigate the existence of Ulrich vector bundles on suitable -fold scrolls over Hirzebruch surfaces , for any integer , which arise as ta…