Hi! Welcome to my homepage.


I am currently a research fellow at the Alfréd Rényi Institute of Mathematics in Budapest, where I joined the Automorphic Forms research group led by Gergely Harcos.

Previously I was a postdoc at the University of Genoa, supported by a Giorgio Schirillo postdoctoral grant, awarded by INdAM (Italian National Institute for Advanced Mathematics), where I worked mainly with Alberto Perelli, Sandro Bettin, and Stefano Vigni.

In autumn 2017 I spent two months as a Leibniz fellow at Oberwolfach (MFO), while in the summer I was a research visitor at Università degli Studi Roma Tre, and before that a research fellow at the Max Planck Institute for Mathematics (2016-2017).

I graduated in July 2016 from University of Copenhagen, under the supervision of Morten S. Risager.


My research focuses on analytic number theory, with emphasis on modular forms and automorphic forms. Some of the main tools I use are the trace formulas of Selberg, Kuznetsov, and the pretrace formula. They relate geometric and arithmetic problems to the spectral theory of the hyperbolic Laplacian, hence to automorphic forms.

Some problems I have worked on:

  • Prime geodesic theorem
  • Moments of automorphic L-functions
  • Hyperbolic circle problem
  • Almost periodic functions
  • Universality of GL(2) L-functions

Upcoming events

Recent activities

  • Zeta Functions, conference CIRM, Luminy, France, December 2-6, 2019.
  • AnMath2019, First Analysis Mathematica International Conference, Budapest, Hungary, August 12-16, 2019.
  • Second Symposium on Analytic Number Theory, Cetraro, Italy, July, 8-12, 2019.