Data:
26/05/2021 - 14:30
Aula:
Aula Virtuale - Webex
Speaker:
Davide Veniani
Categoria:
Seminari di Algebra e Geometria Algebrica
Afferenza:
Universität Stuttgart
Descrizione:
Abstract:
Several enumerative problems on a K3 surfaces, like counting Fourier--Mukai partners, Kummer structures or Enriques quotients, admit an answer in terms of lattice theory. The resulting counting formulas share a common pattern. I will give an overview of the known results, focusing especially on the enumeration of jacobian elliptic fibrations (joint work with Dino Festi).