[Dottorcomp] Seminari di Geometria e Algebra - 24 marzo 2026

[Davide Bricalli]

Il giorno martedì 24 marzo
in Aula Beltrami
alle ore 16,15

Ludovica Buelli (Università di Genova)

terrà un seminario dal titolo:

Titolo: *Locally trivial monodromy of moduli spaces of sheaves on Abelian
surfaces*

Abstract: The locally trivial monodromy group is an important deformation
invariant for irreducible symplectic varieties and plays a fundamental role
in the study of their birational geometry. In this talk, I will give a
description of the locally trivial monodromy group of moduli spaces of
semistable sheaves on Abelian surfaces, with non-primitive Mukai vector.
The outcome is that the locally trivial monodromy group of a singular
moduli space of this type is isomorphic to the monodromy group of a smooth
moduli space, extending Markman's and Mongardi's description to the
non-primitive case. As a geometric application, I will sketch a proof for
the SYZ conjecture for any singular moduli space of this type.


Tutti gli interessati sono invitati a partecipare.

Chi vuole partecipare al PRANZO scriva a me, a Filippo Favale <
filippo.favale a unipv.it> e a Lidia Stoppino < lidia.stoppino a unipv.it>.

Davide Bricalli