I am currently interested in the relative Langlands program.
The generalized linear period. J. Number Theory. 233 (2022), 261--284.
Vanishing of certain equivariant distributions on spherical spaces for quasi-split groups. J. Pure Appl. Algebra. 226 (2022) issue 3, article ID: 106870.
The distinction problems for Sp(4) and SO(3,3). Forum Math. 33 (2021), No.2, 321--337.
The GSp(1,1)(A)-distinguished representation. Math. Zeit. 298(2021), issue 1-2, 497--519.
The Prasad conjectures for GSp(4) and PGSp(4). Algebra & Number Theory, 14 (2020), No.9, 2417--2480.
The distinction problem for metaplectic case, Int. J. Number Theory 16 (2020), issue 6, 1161–1183. [arXiv]
Some applications of theta correspondence to branching laws, Math. Res. Lett. 27 (2020), No.1, 243--263. [pdf]
The SL(1,D)-distinction problem, Pacific J. Math. 300 (2019), No. 1, 65--82.
The Prasad conjectures for U(2), SO(4) and Sp(4), J. Number Theory 204 (2019), 211--245.[pdf]
Theta correspondence and the Prasad conjecture for SL(2), Pacific J. Math. 295 (2018), No.2, 477--498. [pdf]
A New Proof to the Period Problems of GL(2), J. Number Theory 180 (2017), 1--25. [arXiv]
GSp(4)-period problems over a quadratic field extension, Ph.D. thesis, NUS, 2017.
The action of a mirabolic subgroup on a symmetric variety. J. Algebra (2022)
Multiplicity one for the pair (GL(n,D),GL(n,E)). Transform. Groups. 2022
Modulo l distinction problems. with Peiyi Cui, Thomas Lanard. (2022) [arXiv] to appear in Compos. Math.
The sign of linear periods. with U.K. Anandavardhanan, N. Matringe, V. Secherre and C. Yang (2024) [arXiv]
Remark on the distributions supported on the nilpotent cone. J. Algebra (2025)
On completeness of local intertwining periods. With N. Matringe (2025)
The generalized linear period and the Shalika period over a division algebra. (2025)