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个人简介 |
2005.09-2009.06,中国科学技术⼤学,数学学⼠; 2009.07-2012.05, 威斯康星⼤学麦迪逊分校学习; 2012.08-2015.05,⽯溪⼤学,数学博⼠。 2015.06-2015.12,布鲁塞尔⾃由⼤学(法语)博⼠后; 2016.01-2016.05,伯克利数学科学研究所博⼠后; 2016.06-2018.06,布鲁塞尔⾃由⼤学(法语)博⼠后。 2018.07-至今,上海科技大学,助理教授。 |
主要研究内容 |
带奇性的凯勒勒-爱因斯坦度量量的存在性以及形变性质;四维⾟辛卡拉⽐比-丘流形的分类;超⾟辛⼏几何流的存在性与收敛性;G2几何 |
代表性论文 |
1. (with Hongnian Huang and Yuanqi Wang) Cohomogeneity-one G2-Laplacian flow on 7-torus, to appear in the Journal of the London Mathematical Society, https://doi.org/10.1112/jlms.12137 ; 2. (with Cristiano Spotti, Song Sun) Existence and deformations of Kahler-Einstein metrics on smoothable Q-Fano varieties. Duke Math. J., Volume 165, Number 16(2016), 3043-3083. 3. Continuity Method to Deform Cone Angle. The Journal of Geometric Analysis, 1-18(2015). 4. Existence of Weak Conical Kahler-Einstein Metrics Along Smooth Hypersurfaces. Mathematische Annalen, Volume 362, Issue 3, 1287-1304(2015). |