Ph.D. Mathematics, University of Toronto, Canada, 2014

M. Sc. Mathematics, University of Toronto, Canada, 2009

B. S. Mathematics, Zhejiang University, China, 2008

Associate professor, Tsinghua University, 2018.3 - present

Postdoc fellow, Max Planck Institute for Mathematics, 2017.9 -2018.3

Postdoc fellow, PIMS and University of Calgary, 2015-2017

Postdoc fellow, Institute for Advanced Study, Princeton, 2014-2015

Langlands program，trace formula，representation theory of real and p-adic groups

1. Automorphic forms, 2025 Fall

2. Algebraic groups, 2025 Spring

1. Global L-packets of quasisplit GSp(2n) and GO(2n), Amer. J. Math. (147) no.2, 401--464, 2025.

2. Arthur packets for quasisplit GSp(2n) and GO(2n) over a p-adic field, Int. Math. Res. Not. no.13, 10349--10409, 2024.

3. The characteristic cycles and semi-canonical bases on type A quiver variety (Joint with Taiwang Deng), Journal of Algebra, 598, pp. 392-444, 2022.

4. Arthur packets for p-adic groups by way of microlocal vanishing cycles of perverse sheaves, with examples (Joint with Clifton Cunningham, Andrew Fiori, James Mracek, Ahmed Moussaoui), Memoirs of the AMS, 276(1353), 2022.

5. Nonarchimedean components of non-endoscopic automorphic representations for quasisplit Sp(N) and O(N), Mathematische Zeitschrift, 297(1), pp. 885-921, 2021.

6. A combinatorial solution to Moeglin's parametrization of Arthur packets for p-adic quasisplit Sp(N) and O(N), Journal of the Institute of Mathematics of Jussieu, 20(4), pp. 1091-1204, 2021.

7. L-packets of quasisplit GSp(2n) and GO(2n), Mathematische Annalen, 370(1-2), pp. 71-189, 2018.

8. On the cuspidal support of discrete series for p-adic quasisplit Sp(N) and SO(N), Manuscripta Mathematica, 154(3), pp. 441-502, 2017.

9. On Moeglin's parametrization of Arthur packets for p-adic quasisplit Sp(N) and SO(N), Canadian Journal of Mathematics, 69 (4), pp. 890-960, 2017.

10. On a lifting problem of L-packets, Compositio Mathematica, 152 (9), pp. 1800-1850, 2016.