# Univalent functions in model spaces

## Analyse Fonctionnelle

Lieu:
Salle Kampé de Fériet M2
Orateur:
Konstantin Fedorovskiy
Affiliation:
Moscow State University
Dates:
Vendredi, 16 Novembre, 2018 - 14:00 - 15:00
Résumé:
It is planned to discuss the questions on existence and boundary behavior
of univalent functions in model spaces $K_\varTheta$ (i.e. subspacses of the
Hardy space $H^2$, invariant with respect to the backward shift). These
questions are inspired by problems of uniform approximation by polyanalytic
polynomials, where univalent functions belonging to model spaces play a crucial
role. The talk is based on recent joint works by the author, Anton Baranov, Yurii
Belov, and Alexander Borichev.