
David Aulicino 

David Aulicino 
Research Interests: My research lies at the intersection of Geometry and Dynamical Systems. Flat surfaces with rational cone angle are the primary objects that I study. These include translation surfaces, i.e. Riemann surfaces carrying a holomorphic 1form, \(k\)differentials, which include rational billiards and rational polyhedra, and meromorphic differentials with higher order poles on Riemann surfaces. I have studied counting problems on translation surfaces, \(\text{SL}_2(\mathbb{R})\)orbit closures in the moduli space of translation surfaces, and the Lyapunov exponents of the KontsevichZorich cocycle.
Seminar: I am currently an organizer of the Complex Analysis and Dynamics Seminar at the Graduate Center.
Last Updated: September 14, 2024