activity
20242026
collaborators

6 papers

math.FA2026

Volterra operators on the BMOA space of Dirichlet series

Cezhong Tong, Maofa Wang, Zixing Yuan

In this paper, we completely characterize the boundedness and compactness of Volterra operators on \(BMOA_{\mathcal D}\), the BMOA space of Dirichlet series, and estimate their ess…

math.CV2026

A converse to Littlewood-type theorem for random Dirichlet series

Jiale Chen, Min He, Maofa Wang

This article investigates random Dirichlet series within the framework of Hardy and mixed norm spaces of Dirichlet series. We completely characterize when the random symbol space o…

math.FA2026

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

Jiale Chen, Maofa Wang, Zixing Yuan

We study area operators , , induced by positive Borel measures on the right half-plane and acting on the Hardy spaces of Dirichlet series $\mathscr H^…

math.FA2025

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

Jiale Chen, Bo He, Maofa Wang

In this paper, we investigate the -summing Carleson embeddings on weighted Fock spaces . By using duality arguments, translating techniques and block diagonal operato…

math.FA2024

Fock projections on vector-valued -spaces with matrix weights

Jiale Chen, Maofa Wang

In this paper, we characterize the matrix weights on such that the Fock projection 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…