Harmonic and Spectral Analysis
International Zoom Conference to be held from 16 to 18 October 2024.
Similarly to HSA 2020, HSA 2021 and HSA 2023, this will be again an international Zoom conference to be held from 16 to 18 October 2024.
Members of the Organizing and Scientific Committee are:
- Prof. László Székelyhidi (chairman, University of Debrecen, Hungary),
- Prof. Eszter Gselmann (secretary, University of Debrecen, Hungary),
- Prof. József Kolumbán (secretary, Budapest University of Technology and Economics, Hungary).
How to participate
Participation in HSA 2024 is free but subject to registration. In case you can take part in the conference, you are kindly asked to register using the following form: https://forms.office.com/e/t6vZzwW8r1
Please find links to
Invited speakers of HSA 2024:
- Eszter Gselmann (University of Debrecen), A characterization of differential operators in the ring of complex polynomials – read abstract
- Alex Iosevich (University of Rochester), Restriction theory, annihilation inequalities and signal recovery – read abstract
- Masaharu Kobayashi (Hokkaido University), On some properties of modulation spaces as Banach algebras – read abstract
- Vishvesh Kumar (Ghent University), Stein-Weiss inequality on non-compact symmetric spaces – read abstract
- Chegaar Mouna (Budapest University of Technology and Economics), Trace inequality with Bessel convolution – read abstract
- Mita Ramabulana (University of Cape Town), On the existence of an extremal function for the Delsarte extremal problem – read abstract
- Gábor Somlai (Eötvös Loránd University), Lonely weak tile – read abstract
- László Székelyhidi (University of Debrecen), Characterization of synthesizable locally compact Abelian groups – read abstract
- Bettina Wilkens (University of Namibia), Some remarks on local spectral synthesis on varieties – read abstract
Please let us know if you have any further suggestions for inviting certain of your colleagues or PhD students to the conference.
Keywords and phrases of the conference:
abstract harmonic analysis, spectral analysis, spectral synthesis, character, Pompeiu problem, Fourier transform, measure algebra, operator algebra, Stokes problem and operator, potential solutions to the incompressible Euler equations, applications of harmonic and spectral analysis in fluid mechanics, Gelfand pair, locally compact group, hypergroup, exponential polynomial, spherical function, generalized polynomial, exponential basis.
