S. Luo

works on

composition operators 1 differentiation operator 1 dyadic capacity 1 holomorphic function spaces 1 Q_K spaces 1 Volterra operators 1

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math.FA2026

Tangential boundary behavior in Hilbert spaces of analytic functions

Shuaibing Luo, Bartosz Malman

Sarason's Hilbert space version of CarathÃ©odory-Julia Theorem connects the non-tangential boundary behavior of functions in de Branges-Rovnyak space $H (b)$ with the existence of a…

math.FA2024

On Dirichlet-type and $n$ -isometric shifts in finite rank de~Branges--Rovnyak spaces

Shuaibing Luo, Eskil Rydhe

This paper studies the function spaces $D (I^¼)$ by Richter and Aleman, and $D_{I^¼}$ by the second author. It is known that the forward shift $M_{z}$ is bounded…

Tangential boundary behavior in Hilbert spaces of analytic functions

On Dirichlet-type and n-isometric shifts in finite rank de~Branges--Rovnyak spaces

On Dirichlet-type and $n$ -isometric shifts in finite rank de~Branges--Rovnyak spaces