activity
20242026
collaborators
Showing math.CVShow all

7 papers · 1 filter

math.CV2026

A Full Characterization of the Dirichlet Carleson embedding for

Bingyang Hu, Xiaojing Zhou

In this paper, we obtain a full characterization of the finite positive Borel measures on for which the embedding $$ \operatorname{id}:\mathcal D_{p-1}^p\longrighta…

math.CV2026

A Counterexample to the Liu--Lou--Zhu --Carleson Embedding Conjecture

Bingyang Hu, Jie Xiao, Xiaojing Zhou

In this paper, we disprove a conjecture of Liu, Lou, and Zhu concerning Carleson embeddings of spaces into tent spaces for . More precisely, we construct a fi…

math.CV2026

On the holomorphic differential operator

Bingyang Hu, Shuaibing Luo, Jie Xiao +1

In this paper, we obtain non-testing characterizations, in terms of dyadic capacity gauges, of the boundedness and compactness of the differentiation operator $$ \frac{d}{dz}:Q_K\l…

math.CV2026

On the growth of Bloch functions

Bingyang Hu, Jie Xiao, Xiaojing Zhou

We prove that there exist two Bloch functions and on such that th…

math.CV2026

On the Bloch and --Carleson measure problems

Bingyang Hu, Xiaojing Zhou

In this paper, we study the Bloch and --Carleson measure problems on the unit disc . In the Bloch case, for a positive Borel measure on , we…

math.CV2026

A non-testing characterization of bounded and compact composition operators on spaces

Bingyang Hu, Xiaojing Zhou

In this paper, we give symbol-only, non-testing characterizations of bounded and compact composition operators on , , via a novel dyadic trace formulation o…