研究领域

主要研究领域为双有理几何。具体研究的问题包括绩效模型纲领与代数动力系统、向量丛之间的联系等。

教育背景

本科，浙江大学，2014-2018

博士，新加坡国立大学，2018-2023

荣誉与奖励

2022 PhD Conference Award, Faculty of Science, National University of Singapore

论文发表

1. Wild automorphisms of compact complex spaces of lower dimensions, Proceedings of the American Mathematical Society, 2023, (with L. Wang)

2. Automorphisms groups of compact complex surfaces: T-Jordan property, Tits alternative and solvability, The Journal of Geometric Analysis, 33, Article number: 219 (2023)

3. Surjective endomorphisms of projective surfaces: the existence of infinitely many dense orbits, Mathe-matische Zeitschrift 303, Article number: 39 (2023) (with J. Xie and D.-Q. Zhang)

4. Endomorphisms of quasi-projective varieties – towards Zariski dense orbit and Kawaguchi-Silverman conjectures, Mathematical Research Letters (to appear) (with T. Shibata, J. Xie and D.-Q. Zhang)

5. Amplified endomorphisms of Fano fourfolds, manuscripta mathematica (2022) (with G. Zhong)

6. Potential density of projective varieties having an int-amplified endomorphism, New York J. Math. 28 (2022) 433-444 (with T. Shibata and D.-Q. Zhang)

7. Smooth projective surfaces with pseudo-effective tangent bundles (with Y. Lee and G. Zhong) arXiv:2302.10077

8. Moishezon manifolds with no nef and big classes (with S. Meng) arXiv:2208.12013

9. Equivariant Kähler model for Fujiki’s class (with S. Meng) arXiv:2108.11595