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# Anton Baranov: Nearly invariant subspaces in spaces of entire functions

Tid: On 2020-02-05 kl 13.15 - 14.14

Föreläsare: Anton Baranov, Saint Petersburg State University

Plats:

### Abstract

A subspace $$H_0$$ of a Hilbert space $$H$$ consisting of functions analytic in some domain is said to be nearly invariant if the function $$f(z)/(z-w)$$ belongs to $$H_0$$ whenever $$f \in H_0$$ and $$f(w)=0$$. In the talk we discuss the structure problem for nearly invariant subspaces of the Fock-type spaces of entire functions. The talk is based on a joint work with Alexandru Aleman (Lund University) and Yurii Belov (St. Petersburg State University).

Innehållsansvarig:webmaster@math.kth.se
Tillhör: Institutionen för matematik