A remark on the second order estimates for the quaternionic Calabi-Yau problem on hyperkähler manifolds (with Luigi Vezzoni).
arXiv:2512.12415.
The holonomy of the Obata connection on Joyce hypercomplex manifolds (with Beatrice Brienza, Udhav Fowdar and Luigi Vezzoni).
Fully non-linear elliptic equations on compact hyperkähler manifolds (with Luigi Vezzoni).
Special metrics in hypercomplex geometry (with Elia Fusi).
arXiv:2401.13056.
On balanced HKT manifolds (with Mehdi Lejmi). New York J. Math. 31 (2025), 1118-1139.
Published version, arXiv:2506.15519.
The parabolic quaternionic Calabi-Yau equation on hyperkähler manifolds (with Lucio Bedulli and Luigi Vezzoni). Rev. Mat. Iberoam. 40 (2024), no. 6, 2291–2310.
Published version, arXiv:2303.02689.
HKT manifolds: Hodge theory, formality and balanced metrics (with Nicoletta Tardini). Q. J. Math. 75 (2024), no. 2, 413–435.
Published version, arXiv:2207.09168.
Fully non-linear parabolic equations on compact manifolds with a flat hyperkähler metric (with Jiaogen Zhang). Isr. J. Math. 268 (2025), 147–186.
Published version, arXiv:2204.12232.
Fully non-linear elliptic equations on compact manifolds with a flat hyperkähler metric (with Jiaogen Zhang). J. Geom. Anal. 32 (2022), no. 9, Paper N. 229, 38 pp.
Published version, arXiv:2112.12934.
A remark on the quaternionic Monge-Ampère equation on foliated manifolds (with Luigi Vezzoni). Proc. Amer. Math. Soc. 151 (2023), 1263–1275.
Published version, arXiv:2110.05978.
A parabolic approach to the Calabi-Yau problem in HKT geometry (with Lucio Bedulli and Luigi Vezzoni). Math. Z. 302 (2022), 917–933.
Published version, arXiv:2105.04925.
The Quaternionic Calabi conjecture on abelian hypercomplex nilmanifolds viewed as tori fibrations (with Luigi Vezzoni). Int. Math. Res. Not. IMRN 2022, no. 12, 9499–9528.
Published version, arXiv:2006.05773.
New advances in HKT geometry. Ph.D. thesis (2023). Supervised by Luigi Vezzoni.
Holonomy groups and hypercomplex manifolds. M.Sc. thesis (2019). Supervised by Luigi Vezzoni.
Campi vettoriali su varietà compatte lisce e caratteristica di Eulero. Il Teorema di Poincaré-Hopf. B.Sc. thesis (2017). Supervised by Alberto Albano.