Main research interests: Moduli spaces of sheaves on abelian/K3 surfaces, irreducible symplectic varieties, automorphisms and induced quotients.
Weighted four-dimensional Fano hypersurfaces of K3 type, V. Bertini, F. Denisi, E. Fatighenti and A. Grossi. Arxiv preprint 2025.
Terminalizations of quotients of compact hyperkähler manifolds by induced symplectic automorphisms, V. Bertini, A. Grossi, M. Mauri and E. Mazzon. EPIGA vol. 9 (2025).
Rational curves on O'Grady's tenfolds, V. Bertini. Kyoto J. Math. 65 (1) 1-53, (2025).
Hodge structure of singular O'Grady's moduli spaces, V. Bertini and F. Giovenzana. Annali della SNS di Pisa 25 (4) 2331-2368, (2024).
Rational curves on primitive symplectic varieties of OG6 singular type, V. Bertini and A. Grossi. Math. Z. 304 (36) (2023). View online version available here.
Rational curves on irreducible holomorphic symplectic varieties of OG10-type, PhD thesis.
Please note that this version contains errors in the statement of Proposition 5.2.3 and Proposition 6.1.17,(2), and consequently in the statement of Theorem 5.3.1, Theorem 6.1.5 and Corollary 6.1.9, based on the intersection computed in the previous propositions. You can find here the correct statements and proofs.