报告题目 (Title)：Area operators on Hardy spaces of Dirichlet series.
中文标题：哈代空间上狄利克雷级数的面积算子
报告人 (Speaker)：王茂发
报告时间 (Time)：2025年4月1日(周二) 10:00
报告地点 (Place)：校本部GJ303
邀请人(Inviter)：席东盟、李晋、吴加勇
报告摘要：In this talk, we introduce area operators $\mathbb {A}_{μ,l} \C_0$, then for 0<p<∞, the area operator $\mathbb{A}_{μ,l}$ is bounded from the Hardy space $\mathscr{H}^p_0$ of Dirichlet series vanishing at +∞ to some $L^p$-space. Moreover, if μ is a Carleson measure for the conformally invariant Hardy space $H^p_{i}(C_0)$, then $\mathbb{A}_{μ,l}$ is bounded on the Hardy space $\mathscr{H}^p$ of Dirichlet series. We also show an application of our method to Volterra operators.