一、基本信息
博士（2013年，清华大学），教授
研究方向：椭圆偏微分方程、变分法、复变量常微分方程
二、工作履历
2022.06-至今 清华大学数学系、丘成桐数学中心教授
2016.09-2022.05 清华大学数学系、丘成桐数学中心副教授
2013.08-2016.08 台湾大学博士后
三、所授课程
数学分析、泛函分析等
四、奖励与荣誉
2018年清华大学学术新人奖
五、学术成果
部分发表论文如下
[1]Chen Zhijie and Lin Chang-Shou, Exact number and non-degeneracy of critical points of multiple Green functions on rectangular tori, Journal of Differential Geometry, 118 (2021), 457-485.
[2]Chen Zhijie, Fu Erjuan and Lin Chang-Shou, Spectrum of the Lame operator and application, I: Deformation along Re tau=1/2, Advances in Mathematics, 383 (2021), 107699.
[3]Chen Zhijie and Lin Chang-Shou, Spectrum of the Lame operator and application, II: When an endpoint is a cusp, Communications in Mathematical Physics, 378(2020), 335-368.
[4]Chen Zhijie and Lin Chang-Shou, Sharp nonexistence results for curvature equations with four singular sources on rectangular tori, American Journal of Mathematics, 142(2020), 1269-1300.
[5]Chen Zhijie and Lin Chang-Shou, Critical points of the classical Eisenstein series of weight two, Journal of Differential Geometry, 113 (2019), 189-226.
