Published in Journal of the European Mathematical Society, December 2024
This is a joint work with Jialiang Zou, we established Arthur’s multiplicity formula for non-quasi-split even orthogonal and unitary groups.
Published in Journal of the Institute of Mathematics of Jussieu, May 2024
This is a joint work with Wee Teck Gan, we proved the twisted Gan–Gross–Prasad conjecture for a class of tempered L-packets.
Published in Acta Mathematica Sinica, English Series, March 2024
This is a joint work with Jialiang Zou, we gave an irreducibility criterion of the big theta lift in terms of the supercuspidal support.
Published in Representation Theory, October 2021
This is a joint work with Jialiang Zou, we established the local Langlands correspondence for non-quasi-split unitary groups.
Published in Selecta Mathematica, New Series, September 2021
This is a joint work with Jialiang Zou, we established the local Langlands correspondence for non-quasi-split even orthogonal groups.
Preprint, January 2026
This is a joint work with Cheng Chen and Jialiang Zou, we proved the basic tempered case of the local Gan–Gross–Prasad conjecture for Fourier–Jacobi models of real symplectic-metaplectic groups, by employing some non-tempered reduction.
Preprint, July 2025
This is a joint work with Yufeng Li, Xiaohuan Long, Chenhao Tang and Jialiang Zou, we studied the relation between the analytic property of the local L-function and Ext-theta lifting. This is an outcome of the summer school ‘Algebra and Number Theory 2024’. Accepted by ‘Annales scientifiques de l’École normale supérieure’.
Preprint, July 2025
This is a joint work with Cheng Chen, we proved the ‘period implies relevance’ direction for the non-tempered Gan–Gross–Prasad conjecture for Archimedean general linear groups.
Preprint, March 2023
In this paper I proved a conjecture of D. Prasad on the vanishing of Ext-analogues of Gan–Gross–Prasad models. This result can be regarded as a Kodaira’s vanishing theorem in the branching laws.
Preprint, August 2021
This is a joint work with Wee Teck Gan, we studied the unitary Friedberg–Jacquet periods using the theta correspondence, both locally and globally.
Preprint, April 2021
This is a joint work with Jialiang Zou, we studied the stable range theta correspondence in terms of A-parameters. The result in this paper is companion to the Arthur’s multiplicity formula paper.