The conference "Number Theory,
Quantum Chaos and their Interfaces” aims at gathering
distinguished researchers working
in either of the disciplines to discuss recent research advances
in these fields,
and serve as a playground for the exchange of ideas between these,
rather diverse, research communities.
Another purpose of our conference is to provide a solid educational platform for
more junior researchers
who aspire to conduct research in the relevant fields and expose them
to some of the outstanding results and open problems.
Further details
Dates
May 18-22, 2025
Venue
Tel Aviv University, The Steinhardt Museum of Natural History
Organizers
Lior Bary-Soroker (Tel Aviv University), Alexei Entin (Tel Aviv University), Dubi Kelmer (Boston College), Pär Kurlberg (KTH Stockholm), Lior Rosenzweig (Afeka College Tel Aviv), Igor Wigman (King’s College London)
Program for the conference
Number Theory, Quantum Chaos and their Interfaces
Sunday, May 18
- 09:00-09:30 Registration
- 09:30-10:15 Henri Darmon (McGill University)
Modular symbols and the class number one problem for real quadratic fields
- 10:15-11:00 Elon Lindenstrauss (Institute for Advanced Study)
Representing Integer Quadratic Forms and Effective Equidistribution
- 11:00-11:30 Coffee Break
- 11:30-12:15 Arno Fehm (Technische Universität Dresden)
Torsion points and covers of algebraic groups
- 12:15-14:00 Lunch
- 14:00-14:45 Barak Weiss (Tel Aviv University)
Pushforwards of fractal measures on homogeneous spaces.
- 14:45-15:15 Coffee Break
- 15:15-16:00 Mark Shusterman (Weizmann Institute)
Counting Minimally Ramified Extensions
- 16:00-18:00 Reception and Poster session
- 18:00-19:00 Discussion
Monday, May 19
- 09:30-10:15 Alexander Lubotzky (Weizmann Institute)
Deligne p-adic central extensions and their applications
- 10:30-11:15 Mikhail Sodin (Tel Aviv University)
Distribution of zeroes of entire functions and binary correlations of Taylor coefficients
- 11:15-11:45 Coffee Break
- 12:15-13:15 Departmental Colloquium (by Rachel Greenfeld Northwestern University, IAS Outstanding Junior Fellow)
Integer distance sets
- 13:15-14:30 Lunch
- 14:30-15:15 Steve Lester (King’s College London)
The hyperbolic circle problem
- 15:15-15:45 Coffee Break
- 15:45-16:30 Jonathan Pila (Oxford University and Weizmann Institute)
Laguerre-Manin-Mumford
- 16:30-19:00 Discussion
Tuesday, May 20
- 09:30-10:15 Yan Fyodorov (King’s College London)
Kac-Rice approach to non-Hermitian random matrices.
- 10:15-11:00 Ofir Gorodetsky (The Technion)
Analytic number theory in matrices over finite fields
- 11:00-11:30 Coffee Break
- 11:30-12:15 Borys Kadets (The Hebrew University of Jerusalem)
How to solve universal equations
- 12:15-14:00 Lunch
- Afternoon Excursion/field trip and banquet
Wednesday, May 21
- 09:30-10:15 Noam Kimmel (Tel Aviv University)
Zeros of Poincaré series
- 10:15-11:00 Tamar Ziegler (Hebrew University of Jerusalem)
Strength and regularity
- 11:00-11:30 Coffee Break
- 11:30-12:15 Oleksiy Klurman (Bristol University)
Partition regularity of quadratics and more
- 12:15-14:00 Lunch
- 14:00-14:45 Bingrong Huang (Shandong University)
Value distribution of Hecke eigenforms
- 14:45-15:15 Coffee Break
- 15:15-16:00 Boaz Klartag (Tel Aviv University and the Weizmann Institute)
Lattice packings of spheres in high dimensions.
- 16:00-19:00 Discussion
Thursday, May 22
- 09:30-10:15 Igor Wigman (King's College London)
On the supremum of random cusp forms
- 10:15-11:00 Matteo Bordignon (UNIMI)
Weyl sums with multiplicative coefficients and joint equidistribution
- 11:00-11:30 Coffee Break
- 11:30-12:15 Nadav Yesha (University of Haifa)
The number variance of dilations of integer sequences
Modular symbols and the class number one problem for real quadratic fields
Representing Integer Quadratic Forms and Effective Equidistribution
Torsion points and covers of algebraic groups
Pushforwards of fractal measures on homogeneous spaces.
Counting Minimally Ramified Extensions
Deligne p-adic central extensions and their applications
Distribution of zeroes of entire functions and binary correlations of Taylor coefficients
Integer distance sets
The hyperbolic circle problem
Laguerre-Manin-Mumford
Kac-Rice approach to non-Hermitian random matrices.
Analytic number theory in matrices over finite fields
How to solve universal equations
Zeros of Poincaré series
Strength and regularity
Partition regularity of quadratics and more
Value distribution of Hecke eigenforms
Lattice packings of spheres in high dimensions.
On the supremum of random cusp forms
Weyl sums with multiplicative coefficients and joint equidistribution
The number variance of dilations of integer sequences
With thanks to our supporting agencies
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Sackler Faculty of Exact Sciences
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School of Mathematical Sciences
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