In my PhD worked in Algebraic Geometry and Commutative Algebra, with focus in singularity theory, birational geometry and MMP (Minimal Model Program). If you want to know what that is about, you can read a little bit about it here.
I also have a work on statistics applied to the fading of radioactivity.

Papers

● About a Minimal Model Program without flips
● Log Terminal Singularities (with S. Urbinati), Communications in Algebra, 46, vol 7, 3047-3061 (2018)
● Test ideals in rings with finitely generated anti-canonical algebras , (with F. Enescu, L. E. Miller, and K. Schwede) Journal of the Institute of Mathematics of Jussieu, 1-36 (2016)
● Some properties and examples of log terminal+ singularities, Communications in Algebra, 44, vol 2, 796-822 (2016)
● Ample Weil Divisors (with S. Urbinati), Journal of Algebra, 437, 202-221 (2015)
● Integrated predictive model for the fading of the radioactivity in the radiotherapy of patients with thyroid carcinoma (with G. Santopolo, A. Chiecchio, M. Perusia, S. Balbis, D. Valente, F. Maimone, R. Pellerito), Presented at the V National Congress of the Aifm (Italian Association of Clynical Physics), Castelvecchio Pascoli, Italy. (2007)