Name：Li Hongjun

Title： Lecturer

Office：507

Email：lihj@vip.henu.edu.cnhenu.edu.cn

Research Field：Several Complex Variables

Education：

2014.09-2018.07, Ph.D.， Xiamen University

2011.09-2014.07, Master of Science, Henan University

2017.09-2011.07, Bachelor of Science, Henan University

Position：

2018.07- , Henan University, Lecturer

Selected publications：

(1) Li Hongjun, Qiu Chunhui, Zhu Weixia, A Laplace operator on complex Finsler manifolds, Differential Geometry and its Applications, 2017, 54: 437-447.

(2) Li Hongjun, Qiu Chunhui, Xu Yichao, On bounded positive (m,p)-circle domains, Chinese Annals of Mathematics, 2018, 39B (4): 665-682.

(3) Feng Shuxia, Li Hongjun, Qiu Chunhui, Holomorphic automorphism groups of (m,1)-circular domains, Journal of Geometric Analysis, 2020, 30: 3035–3063.

(4) Li Hongjun, Qiu Chunhui, Xia Hongchuan, Classification of a class of bounded anti-circular domains, Journal of Geometric Analysis, 2021, 31: 5010-5032.

(5) Li Hongjun, Qiu Chunhui, Xia Hongchuan, Zhong Guozhu, On conformal complex Finsler metric, Science China Mathematics, 2021, https://doi.org/10.1007/s11425-020-1842-0 .

Research Funding：

1. Laplacian operators and comparison theorems in complex Finsler geometr，National Natural Science Foundation of China(12001165)，xxxx.xx-xxxx.xx, 2021/01-2023/12, 24万元, 在研, 独立；

2. Comparison theorems on complex manifolds，中国博士后科学基金(2019M652513), 2019/01至2020/12, 8万, 结题, 独立；

3. Laplacian operators and comparison theorems on complex manifolds, 河南省博士后基金(19030050), 2019/01至2020/12, 5万, 结题, 独立。

Teaching：

高等数学

Talks：

1. 2016年12月在厦门大学多复变与复几何学术研讨会做On (m,p)-Circle Domains报告；

2. 2018年11月在河南大学多复变研讨会做报告Hopf-Rinow Theorem on Complex Finsler Manifolds报告；

3. 2020年11月在河南大学多复变研讨会做报告On Conformal Complex Finsler Metrics报告。

Honor and awards

2021年 河南省教育厅科技论文一等奖（1/3）