Modern Methods, Problems and Applications of Operator Theory and Harmonic Analysis

Dear Colleagues.

We are happy to inform you that we have a pleasure to organize a special session OTHA (Operator Theory and Harmonic Analysis) within the 13th Isaac Congress, August 2–August 6, 2021, Ghent, Belgium, see https://cage.ugent.be/isaac2021/index.php?page=sessions . The conference will be organized as an online event via Zoom.

The session Operator Theory and Harmonic Analysis (OTHA) invites papers dealing with theoretical and applied harmonic analysis and operator theory: real and complex variable methods, function spaces, including nonstandard growth functions, applications to PDE’s, mathematical modelling based on the pure/applied harmonic analysis and exploration of new themes and trends, including related multidisciplinary studies. These include methods of harmonic analysis and operator theory which arise in theory and practice of partial and ordinary differential equations, spectral theory, direct and inverse problems, special functions, etc.

We expect to have some selected papers published in a Proceedings or in a special issue of a peer-reviewed journal, this will be specified later on.

We welcome everyone interested in participating in our session to contact any of us directly.

Regards, Alexey Karapetyants and Vladislav Kravchenko.