Research Areas

Algebraic Geometry Derived Categories Homogeneous Varieties

Education

2016.09 - 2021.05 Ph.D. in Mathematics Department of Mathematics and Physics, University of Stavanger

2013.01 - 2016.07 M.S. in Physics University of Milan

2009.09 - 2013.12 B.S. in Physics University of Milan

Publications

1. Categorical resolutions and birational geometry of nodal Gushel–Mukai varieties (with Kacper Grzelakowski, Shizhuo Zhang), Manuscript (2026)

2. Window categories for a simple 9-fold flop of Grassmannian type (with Will Donovan, Wahei Hara, Michał Kapustka), Submitted (2025).

3. Derived equivalence for the simple flop of type D5 (with Ying Xie), Submitted (2024).

4. Fano fibrations and DK conjecture for relative Grassmann flips, Publ. RIMS Kyoto Univ. 61 (2025), 827–861 (2024).

5. Fullness of the Kuznetsov-Polishchuk exceptional collection for the spinor tenfold (with Riccardo Moschetti), Algebras and Representation Theory (2024).

6. New counterexamples to the birational Torelli theorem for Calabi–Yau manifolds, Proc. Amer. Math. Soc. 152 (2024), 2317–2331.

7. The generalized roof F (1, 2, n): Hodge structures and derived categories (with Enrico Fatighenti, Michał Kapustka, Giovanni Mongardi), Algebras and Representation Theory 26, 2313–2342 (2023).

8. Mukai duality via roofs of projective bundles (with Michał Kapustka), Bull. Lond. Math. Soc. (2022).

9. Equivalences between Calabi–Yau manifolds and roofs of projective bundles, PhD Thesis (2021). Available at https://ebooks.uis.no/index.php/USPS/catalog/book/78.

10. Calabi–Yau fibrations, simple K-equivalence and mutations, Manuscript (2020).

11. Torelli problem for Calabi-Yau threefolds with GLSM description (with Michał Kapustka), Communications in Number Theory and Physics 13(4) (2019).