I am a Tenure-Track Researcher (RTT) in Mathematical Analysis at the Department of Mathematics of the University of Rome Tor Vergata.

Previously, I was a PhD student at Scuola Normale Superiore, under the supervision of prof. Massimo Gobbino, and then a researcher at the University of Pisa.

My research field is Calculus of Variations, with a particular focus on the study of asymptotic problems through Gamma-convergence. Specifically, I have worked on the following problems:

• Non-local approximations of Sobolev/BV seminorms

• The regularization of the Perona-Malik equation, an ill-posed PDE used in image processing which is the formal gradient flow of a non-convex energy

• The Allen-Cahn approximation of the Willmore functional

• Convergence of Sobolev energies of sphere-valued maps as the exponents approach critical thresholds, which is related to the approximation of the area functional in codimension higher than one

Find me on: CVGMT, ArXiv, ORCiD, MathSciNet.