Research Areas

Birational geometry and singularity theory. Including boundedness of moduli of higher dimensional algebraic varieties and structure of algebraic fibrations.

Education and Work

2018.09 - 2022.06 Ph.D. in Mathematics the University of Utah

2015.09 - 2018.06 M.S. in Mathematics Peking University

2011.09 - 2015.07 B.S. in Mathematics Peking University


1. Locally stable degenerations of log Calabi-Yau pairs, arXiv:2302.08352.

2. On generalized lc pairs with b-log abundant nef part (with Jihao Liu, Lingyao Xie), arXiv:2202.11256.

3. Boundedness of polarized Calabi-Yau fibrations, arXiv:2202.07238.

4. On the boundedness of canonical models, arXiv:2103.13609.

5. On the finiteness of ample models, Math. Rest. Lett. 29 (2022), no. 3, 763–784.