Recently, Professor Xiaofen Lv (first author) from the Complex Analysis Research Team of the School of Scienceof Huzhou university, in collaboration with Professor Jordi Pau from the University of Barcelona, published an academic paper titled “Tent Carleson measures for Hardy spaces” in Journal of Functional Analysis, a leading international journal in the field of analysis. The paper employs harmonic analysis methods to comprehensively address the boundedness of embedding unit ball from holomorphic Hardy spaces of several complex variables to tent-type spaces. This work provides new research methodologies for further studies on the characteristics of related operators in these function spaces. The research was funded by the General Program of National Natural Science Foundation of China, with Huzhou University as the primary institution.

　　Journal of Functional Analysis is a mainstream journal in the field of mathematics, recognized both domestically and internationally for its high academic reputation and dedication to publishing high-quality original research. In recent years, Huzhou university’s research team on several complex variables has been committed to the study of geometric function theory, holomorphic function spaces and operator theory, and the rigidity problem of holomorphic mappings. Team members, including Professors Liu Taishun, Hu Zhangjian, and Tang Xiaomin, have published their academic findings in prestigious international mathematics journals such as Advances in Mathematics, Communications in Mathematical Physics, and Transactions of the American Mathematical Society, thereby gaining significant academic influence both domestically and internationally.