Guanlong Bao

activity

20232025

collaborators

3 papers

math.CV2025

New characterizations for Fock spaces

Guanlong Bao, Pan Ma, Kehe Zhu

We show that the maximal Fock space $F_{α}^{\infty}$ on $C^{n}$ is a Lipschitz space, that is, there exists a distance $d_{α}$ on $C^{n}$ such that an entire function $f$ on $C^{n}$ belongs to…

math.CV2024

Hankel matrices acting on the Dirichlet space

Guanlong Bao, Kunyu Guo, Fangmei Sun +1

The characterization of the boundedness of operators induced by Hankel matrices on analytic function spaces can be traced back to the work of Z. Nehari and H. Widom on the Hardy sp…

math.CV2023

Duality for $α$ -Möbius invariant Besov spaces

Guanlong Bao, Zengjian Lou, Xiaojing Zhou

For $1 \leq p \leq \infty$ and $α > 0$ , Besov spaces $B_{α}^{p}$ play a key role in the theory of $α$ -Möbius invariant function spaces. In some sense, $B_{α}^{1}$ is the minimal $α$ -Möbius inv…

New characterizations for Fock spaces

Hankel matrices acting on the Dirichlet space

Duality for α-Möbius invariant Besov spaces

Duality for $α$ -Möbius invariant Besov spaces