S. Luo

works on

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

From the 1 of 2 linked papers with an AI index.

collaborators

2 papers

math.CV2026

On the holomorphic differential operator $\frac{d}{d z} : Q_{K} \to L^{q} (W d A)$

Bingyang Hu, Shuaibing Luo, Jie Xiao +1

The paper characterizes when the holomorphic differentiation operator maps functions from Q_K spaces into weighted L^q spaces, using dyadic capacity conditions, and applies these r…

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…

On the holomorphic differential operator dzd​:QK​→Lq(WdA)

Tangential boundary behavior in Hilbert spaces of analytic functions

On the holomorphic differential operator $\frac{d}{d z} : Q_{K} \to L^{q} (W d A)$