Slides and videos
A supplement to Chebotarev's density theorem, University of Patras, 18 July 2023 [pdf]
A supplement to Chebotarev's density theorem, ZOOM, 20 January 2023 [pdf, mp4]
Momentum ("Lendület") Grant final oral report (Hungarian), ZOOM, 9 December 2022 [pdf]
Prime gap graphs and the Riemann hypothesis, Alfréd Rényi Institute of Mathematics, 17 November 2022 [mp4]
The sequence of prime gaps is graphic, Simion Stoilow Institute of Mathematics, 3 August 2022 [pdf]
Beyond the spherical sup-norm problem, ZOOM, 29 June 2022 [pdf, mp4]
The sequence of prime gaps is graphic (Hungarian), ZOOM, 10 May 2022 [pdf, mp4]
The sequence of prime gaps is graphic, ZOOM, 20 April 2022 [pdf, mp4]
Beyond the spherical sup-norm problem I-IV. (joint lectures with Péter Maga), ZOOM, 19 October - 9 November 2021 [pdf, pdf, mp4, mp4, mp4, mp4]
Hamiltonian paths and Ramanujan graphs, ZOOM, 6 October 2020 [pdf, mp4]
The density hypothesis for horizontal families of lattices, ZOOM, 3 July 2020 [pdf, mp4]
A Minkowski-type result for linearly independent subsets of ideal lattices, Universität Leipzig, 30 October 2019 [pdf]
Primes, Polignac, Polymath, Alfréd Rényi Institute of Mathematics, 30 July 2019 [pdf]
Interview (Hungarian), Alfréd Rényi Institute of Mathematics, 7 June 2019 [mp4]
Momentum ("Lendület") Grant thank you speech (Hungarian), Hungarian Academy of Sciences, 17 May 2017 [pdf, mp4]
A glimpse at arithmetic quantum chaos (17MB), Mathematical Sciences Research Institute, 7 February 2017 [pdf, mp4]
Prímek, Polignac, Polymath, Hungarian Academy of Sciences, 23 November 2016 [pdf]
The sup-norm problem for GL(2) over number fields, University of Copenhagen, 14 November 2016 [pdf]
On the sup-norm problem for arithmetic hyperbolic 3-manifolds, University of Oxford, 29 September 2014 [pdf]
On the sup-norm of Maass cusp forms of large level, University of Oxford, 7 September 2012 [pdf]
Szubkonvex becslések automorf L-függvényekre és alkalmazásaik, Hungarian Academy of Sciences, 14 February 2012 [pdf]
Equidistribution on the modular surface and L-functions, University of Zagreb, 16 November 2011 [pdf]
The Burgess bound for twisted Hilbert modular L-functions, Institute for Advanced Study, 15 March 2010 [pdf]
Egy polinom szorzatra bonthatósága különböző prímek szerinti maradékok felett, Alfréd Rényi Institute of Mathematics, 11 November 2008 [pdf]
Equidistribution on the modular surface and automorphic L-functions, Alfréd Rényi Institute of Mathematics, 11 February 2008 [pdf]
The subconvexity problem for Rankin-Selberg L-functions and equidistribution of Heegner points, Texas A&M University, 10 February 2005 [pdf]
A Burgess-like subconvex bound for twisted L-functions, University of Texas at Austin, 28 October 2004 [pdf]
Twists of cusp forms: a subconvex estimate for L-functions, University of Texas at Austin, 9 October 2003 [pdf]
New bounds for automorphic L-functions, Princeton University, 29 April 2003 [pdf]