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I'm Vanja Zuliani, a postdoc in Pieter Belmans' group. In September 2026, I obtained my doctorate at Université Paris-Saclay under the supervision of Emanuele Macrì. I'm interested in various aspects of complex algebraic geometry, including Bridgeland stability conditions, irreducible holomorphic symplectic varieties and derived categories of coherent sheaves.
Contacts: surnamename at gmail, v.surname at uu.nl.
Together with Marta Benozzo and Thomas Mordant we are organizing a learning seminar on the celebrated paper Existence of minimal models for varieties of log general type.
Together with Franco Giovenzana we are organizing a workshop on Enumerative geometry, rationality, derived categories and interactions in Orsay, Tuesday, June 9 - Friday, June 12, 2026.
Publications
with Giovenzana, F., Robotis, A. A., Rota, F., Stability conditions supported on Lefschetz classes, arXiv 2026, submitted.
with Bignami, N., Buelli, L., Macías Tarrío, I., Vacca, R. V., On moduli spaces of vector bundles on K3^[n] type IHS manifolds, arXiv 2026, submitted.
with Karube, T., Robotis, A. A. Toward the noncommutative minimal model program for Fano varieties, arXiv 2026, submitted.
Hodge numbers of a Fano eightfold of K3 type, arXiv 2025, submitted.
Semiorthogonal decompositions of projective spaces from small quantum cohomology, arXiv 2024, accepted for publication in the Kyoto Journal of Mathematics.
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