姓名：贺文华，女，博士毕业于中山大学，硕士生导师，讲师。

研究方向：非线性分析和应用，自由边界问题，偏微分方程。

电子邮箱：hwh@sxu.edu.cn

通信地址：山西省太原市小店区坞城路92号山西大学

工作经历

2022.07--至今，山西大学，数学与统计学院。

2024.07--2024.08，University of Notre Dame(美国)，访问学者。

项目基金

1.2025.01--2027.12：国家青年科学基金项目，12401261，两类自由边界三维多层肿瘤模型的动力学建模与分析，主持。

2.2023.01--2025.12：山西省基础研究计划项目，202203021222011，几类自由边界肿瘤模型问题的研究，主持。

荣誉和获奖

1. 中山大学2022届优秀博士毕业生。

学术论文

1. Wenhua He; Ruixiang Xing*, Bifurcation analysis of a free boundary problem modeling multilayered tumor growth with time delay, Journal of Differential Equations, 374:339-390, 2023.

2. Wenhua He; Ruixiang Xing*; Bei Hu, Linear stability analysis for a free boundary problem modeling multilayer tumor growth with time delay, SIAM Journal on Mathematical Analysis, 54(4):4238-4276, 2022.

3. Wenhua He; Ruixiang Xing*, Linear stability analysis for a free boundary problem modeling tumor growth in the presence of high-molecular mass drugs, Journal of Differential Equations, 309:30-73, 2022.

4. Wenhua He; Ruixiang Xing*, The existence and linear stability of periodic solution for a free boundary problem modeling tumor growth with a periodic supply of external nutrients, Nonlinear Analysis: Real World Applications, 60:103290, 16, 2021.

5. Wenhua He; Ruixiang Xing*; Bei Hu, The linear stability for a free boundary problem modeling multilayer tumor growth with time delay, Mathematical Methods in the Applied Sciences, 45(11):7096-7118, 2022.

6. Hao Jianghao*; He Wenhua, Energy decay of variable-coefficient wave equation with nonlinear acoustic boundary conditions and source term, Mathematical Methods in the Applied Sciences, 42(6):2109-2123, 2019.