Andrii Bondarenko: Fourier interpolation from zeros of the Riemann zeta function
Time: Fri 2024-02-23 11.00 - 11.50
Location: Institut Mittag-Leffler, Seminar Hall Kuskvillan and Zoom
Video link: Meeting ID: 921 756 1880
Participating: Andrii Bondarenko (Norwegian University of Science and Technology)
Abstract:
We will discuss a recent result that shows that any sufficiently nice even analytic function can be recovered from its values at the nontrivial zeros of \(\zeta(1/2+is)\) and the values of its Fourier transform at logarithms of integers. The talk is based on a joint workwith Danylo Radchenko and Kristian Seip.