Pan Ma

collaborators

2 papers

math.CV2025

New characterizations for Fock spaces

Guanlong Bao, Pan Ma, Kehe Zhu

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

math.CV2025

Embedding and compact embedding between Bergman and Hardy spaces

Guanlong Bao, Pan Ma, Fugang Yan +1

For Hardy spaces and weighted Bergman spaces on the open unit ball in $C^{n}$ , we determine exactly when $A_{I^}^{p} \pm \subset H^{q}$ or $H^{p} \subset A_{I^}^{q} \pm$ , where $0 < q < \infty$ , $0<…