Alberto Cattaneo
Since September 2019, I am a Postdoc at the Hausdorff Center for Mathematics in Bonn, working with Georg Oberdieck. I am part of the Complex Geometry group led by Daniel Huybrechts.
Previously, I was a Riemann fellow at the Institute of Algebraic Geometry in Hannover and a postdoctoral fellow at the Max Planck Institute for Mathematics in Bonn. I completed my PhD in December 2018 under the joint supervision of Alessandra Sarti (Université de Poitiers) and Bert van Geemen (Università degli Studi di Milano).
Contact
| Email: | cattaneo [at] math.uni-bonn.de |
| Phone: | +49 228 73 3136 |
| Address: | Mathematisches Institut Universität Bonn Endenicher Allee 60 53115 Bonn - Germany |
| Office: | 1.003 |
Teaching
Wintersemester 2020/21: Selected Topics in Algebraic Geometry - Toric Varieties (V5A4)
Research interests
Complex algebraic geometry, in particular K3 surfaces and irreducible holomorphic symplectic manifolds: automorphisms and related moduli spaces, stability conditions, K-equivalence/D-equivalence.
Papers and preprints
- Automorphisms of Hilbert schemes of points on a generic projective K3 surface
Mathematische Nachrichten 292 (2019), 2137–2152. - Non-symplectic automorphisms of odd prime order on manifolds of K3[n]-type (with C. Camere)
manuscripta math. 163, 299–342 (2020). - Non-symplectic involutions on manifolds of K3[n]-type (with C. Camere and An. Cattaneo)
Nagoya Mathematical Journal (2020). - On the Chow ring of certain Lehn–Lehn-Sorger–van Straten eightfolds (with C. Camere and R. Laterveer)
Glasgow Mathematical Journal (2021). - Prime order isometries of unimodular lattices and automorphisms of IHS manifolds (with S. Brandhorst)
Preprint (2020). - On birational transformations of Hilbert schemes of points on K3 surfaces (with P. Beri)
Preprint (2020).
PhD Thesis: Non-symplectic automorphisms of irreducible holomorphic symplectic manifolds