Image downloaded from Wikimedia Commons

Our group involves 20 fellows working at the Department of Mathematics of the Università degli Studi di Milano.

The research topics investigated by our group include:

  • Classical problems in projective algebraic geometry;
  • Hodge theory;
  • Motivic homotopy theory;
  • Calabi-Yau threefolds;
  • Mori theory and minimal model program;
...and moreover
  • K3 surfaces (automorphisms and moduli spaces);
  • Moduli spaces of curves;
  • Derived categories and stability conditions;
  • Topology of algebraic varieties;
  • Computer vision.

Image downloaded from Wikimedia Commons


The research of (part of) the members of the group is partially supported by:
  • PSR Linea 4 2023 "Dalla geometria birazionale alle sue applicazioni: Minimal Model Program, spazi di moduli, e foliazioni algebriche";
  • The national research project "Moduli spaces and special varieties" (PRIN 2022).
  • The national research project "Symplectic varieties: their interplay with Fano manifolds and derived categories" (PRIN 2022).
  • ERC Advanced Grant (ERC-2022-AdG, TriCatApp) "Triangulated categories and their applications, chiefly to algebraic geometry";
  • The national research project "Curves, Ricci flat Varieties and their Interactions" (PRIN 2020).
  • Program for Young Researchers 'Rita Levi Montalcini' of the Italian Ministry of Research and University "From birational geometry to its applications: Minimal Model Program, moduli spaces, and algebraic foliations";
  • FARE 2018 "Higher categorical and stability structures in algebraic geometry" (HighCaSt, grant number R18YA3ESPJ);
  • ERC Consolidator Grant (ERC-2017-CoG-771507, StabCondEn) "Stability Conditions, Moduli Spaces and Enhancements" (web page);

The previous web page of the Complex Algebraic Geometry Group is available here.

Research fellows

Research interests


Dipartimento di Matematica "F. Enriques"
Università degli Studi di Milano
Via Cesare Saldini 50
20133 Milano - Italy
Email: mail

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