Publications

Peprints:
  1. Theta-regularity and log-canonical threshold (With M. Ø ygarden). Available at arXiv:1806.00326v2 To appear in Mathematica Scandinavica
  2. Fourier-Mukai partners of Enriques and bielliptic surfaces in positive characteristic (With K. Honigs and M. Lieblich). Available at arXiv:1708.03409
  3. Derived equivalences of canonical covers of hyperelliptic and Enriques surfaces in positive characteristic (With K. Honigs and L. Lombardi). Available at arXiv:1606.02094

Published research papers:
  1. A note on the derived category of Enriques surfaces in characteristic 2. [ pdf] Published online Bollettino dell'Unione Matematica Italiana (2016). DOI:10.1007/s40574-016-0100-2
  2. Deformations of minimal cohomology classes on abelian varieties. (With L. Lombardi). [pdf]. Published online on Communications in Contemporary Mathematics DOI:10.1142/S0219199715500662
  3. GV-Schemes and their embeddings in principally polarized abelian varieteis. (With L. Lombardi). Preprint available at arXiv:1407.6835.Published on line on Mathematische Nachrichten, DOI: 10.1002/mana.201400238
  4. Characterization of products of theta divisors. (With Z. Jiang and M. Lahoz). Compositio Mathematica 150 (2014): 1384-1412. Also preprint available at arXiv:1303.6554.
  5. Syzygies and Equations of Kummer Varieties. Bulletin of London Mathematical Society (2013) 45 (3):651-665. Also preprint available at arXiv:1205.1310.
  6. On the Iitaka Fibration of Varieties of Maximal Albanese Dimension. (With Z. Jiang and M. Lahoz) International Mathematics Research Notices, (2012). arXiv:1111.6279
  7. On the Tetracanonical Map of Varieties of General Type and Maximal Albanese Fimension. Collectanea Mathematica, (2011): 1-5. arXiv:1103.5236
  8. Derived Categories of Fano Toric 3-folds via Frobenius Morphism. (With A. Bernardi) Le Matematiche, Volume: LXIV, Issue: II (2010). arXiv:1002.1666.

Ph.D. thesis:
  • Syzygies, Pluricanonical Maps and the Birational Geometry of Irregular Varieties. Università degli studi Roma TRE, 2012 - [pdf]