|
06 Mart 2018, 16:00 
Bilkent Üniversitesi Matematik Bölümü SeminerleriApproximation of invariant subspaces in some Dirichlet-type spaces Faruk Yılmaz
The Dirichlet-type space D_2 consists of all analytic functions f on the unit disc D such that f’ is in the Hardy Hilbert space H^2. In this talk, we discuss the result that proves that every nonzero invariant subspace of the multiplication operator M_z on the D_2 space can be approximated by finite co-dimensional ones. For the Dirichlet space D we have a partial analogue.
Analiz İngilizce Seminer Odası SA - 141 admin 20.03.2020 |
