Maofa Wang

activity

20242026

collaborators

4 papers

math.FA2026

Area operators on Hardy spaces of Dirichlet series II: counterexamples and compactness criteria

Jiale Chen, Maofa Wang, Zixing Yuan

We study the area operators $A_{μ, l}$ , $0 < l < \infty$ , induced by positive Borel measures on the right half-plane and acting on the Hardy spaces of Dirichlet series $\mathsc…

math.FA2025

Absolutely summing Carleson embeddings on weighted Fock spaces with $A_{\infty}$ -type weights

Jiale Chen, Bo He, Maofa Wang

In this paper, we investigate the $r$ -summing Carleson embeddings on weighted Fock spaces $F_{α, w}^{p}$ . By using duality arguments, translating techniques and block diagonal operato…

math.FA2024

Fock projections on vector-valued $L^{p}$ -spaces with matrix weights

Jiale Chen, Maofa Wang

In this paper, we characterize the $d \times d$ matrix weights $W$ on $C^{n}$ such that the Fock projection $P_{α}$ is bounded on the vector-valued spaces $L^p_{α,W}(\mathbb{C}…

math.FA2024

Littlewood-type theorems for random Dirichlet series

Jiale Chen, Xin Guo, Maofa Wang

In this paper, we completely give the solution of the problem of Littlewood-type randomization in the Hardy and Bergman spaces of Dirichlet series. The Littlewood-type theorem for…

Area operators on Hardy spaces of Dirichlet series II: counterexamples and compactness criteria

Absolutely summing Carleson embeddings on weighted Fock spaces with A∞​-type weights

Fock projections on vector-valued Lp-spaces with matrix weights

Littlewood-type theorems for random Dirichlet series

Absolutely summing Carleson embeddings on weighted Fock spaces with $A_{\infty}$ -type weights

Fock projections on vector-valued $L^{p}$ -spaces with matrix weights