Xin Fu, Ph. D.
▎Assistant Professor of Mathematics
▎Complex Geometry Group
◢ Email：fuxin54@westlake.edu.cn
Biography
Xin Fu received his Bachelor degree in Mathematics from Nanjing University in 2014, and his Ph.D degree from Rutgers University New Brunswick campus in Mathematics in 2020. He then worked at the University of California, Irvine as Visiting Assistant Professor from 2020-2023. He joined Westlake University as an Assistant Professor of Mathematics in July 2023.
Research
Dr Xin Fu is interested in complex geometry.
Representative Publications
1) Cusp closing process of Kahler-Einstein metrics with negative scalar curvature (with Hein H-J and Jiang X.M) To appear.
2) The generalized Kahler Calabi Yau problem. (With Apostolov, V, Streets, J and Ustinovskiy Y) arxiv arXiv:2211.09104
3) Asymptotics of Kähler Einstein metrics on complex hyperbolic cusps. (with Hein H-J and Jiang X.M) arxiv:2108.13390 Accepted by Calculus of Variations and Partial Differential Equations
4) Uniqueness of tangent cone of Kahler Einstein metrics on singular varieties with crepant singularity arxiv:2208.05196 Accepted by Mathematische Annalen
5) Codimension four regularity of generalized Einstein structure (with Naber, A and Streets, J) arxiv:2107.08108 Accepted by Mathematische Annalen
6) Dirichlet problem of complex Monge-Ampère equation near an isolated KLT singularity. arxiv:2106.10389 Accepted by communications in contemporary mathematics
7) Kahler-Einstein metric near an isolated log canonical singularity (with Datar, V and Song, J) arXiv:2106.05486 Accepted by J. Reine Angew. Math.
8) On the construction of a complete Kahler-Einstein metric with negative scalar curvature near an isolated log canonical singularity. (with Fang, H.L) Proc. Amer. Math. Soc. 149 (2021), 3965-3976
9) Geometric estimate of Monge-Ampere equations. (with Guo, B and Song, J) J. Reine Angew. Math. 765 (2020), 69-99
10) The Kahler Ricci flow on Fano bundle. (Zhang, S.J) Math. Z. 286, 1605–1626 (2017).
Contact Information
Email：fuxin54@westlake.edu.cn
