Andrea Sartori

I received my PhD (2020) at the London school of Geometry and Number Theory, under the supervision of Professor Igor Wigman.

I am now a Post-Doc at Tel Aviv University working in the analysis group directed by Prof. Misha Sodin and Dr. Alon Nishry.

Email: sartori.andrea.math@gmail.com

Nodal set of a Laplace eigenfunction on the flat torus

My primary research interest lies in Analysis and Probability with connections to Harmonic Analysis, Mathematical Physics, Quantum Chaos and Analytic Number Theory.

In particular, I study the nodal set (zero set) of Laplace eigenfunctions and harmonic functions.

I am also interested in Complex Analysis in the context of the study of the zero set of power series.

Zero set of the deformed expoential function