29th St.Petersburg Summer Meeting in Mathematical Analysis
Dear Colleagues and Friends,
EIMI organizes 29th St.Petersburg Summer Meeting in Mathematical Analysis. The conference will take place from September 28 till October 1, 2020. It includes the advanced school for young researchers «Modern Problems of Analysis and Mathematical Physics», supported by the Russian Science Foundation.
Invited speakers of the school:
- Alexander Bufetov, Steklov Institute, Russia and Aix-Marseille University, France
The sine-process has excess one - Jean Esterle, University of Bordeaux, France
Do some nontrivial closed invariant subspaces have the division property? - Kunyu Guo, Fudan University, China
The Beurling-Wintner problem and analytic number theory - Michael Hartz, University of Saarland, Germany
The column-row property for complete Pick spaces - Ilgiz Kayumov, Kazan Federal University, Russia
Bohr type inequalities and their generalizations - Bulat Khabibullin, Bashkir State University, Russia
Completeness of exponential systems in spaces of holomorphic functions on convex domains - Evgeny Korotyaev, Saint Petersburg State University, Russia
Inverse scattering for Schroedinger operators with compactly supported potentials on half line - Andrei Martinez-Finkelstein, Baylor University, USA
Curves inscribed in polygons: beyond Poncelet’s theorem - Vladimir Peller, Saint Petersburg State University, Russia
Lipschitz and Hoelder type estimates for functions of commuting dissipative operators - Alexander Pushnitski, King’s College, United Kingdom
Kato smoothness and functions of perturbed self-adjoint operators - Eugene Shargorodsky, King’s College, United Kingdom
Essential norms of Toeplitz operators and related estimates - Mikhail Sodin, Tel Aviv University, Israel
To be announced - Sergei Treil, Brown University, USA
To be announced
The conference and the school will be partially organized via the internet, two days of the conference will be held in presence.
If you want to participate, we kindly ask you to fill in the registration form.