张 翀
| About me |
|---|
| School of Mathematics, Nanjing University |
| Email: zhangchong at nju dot edu dot cn |
| Address: 22 Hankou Road, Nanjing 210093, Jiangsu, China |
| Research Interests：I am interested in number theory and automorphic representations. My current research focuses on relative Langlands program. |
| Education | ||
|---|---|---|
| 2006.9-2011.7 | Ph.D. in Mathematics (Advisor: Linsheng Yin) | Tsinghua University |
| 2002.9-2006.7 | B.S. in Mathematics | Tsinghua University |
| Employment | ||
|---|---|---|
| 2021.01–present | Professor | Nanjing University |
| 2017.11–2020.12 | Associate Professor | Nanjing University |
| 2014.9–2017.9 | Lecturer | Beijing Normal University |
| 2017.3–2017.5 | Visitor | Yau Mathematical Sciences Center |
| 2011.8–2014.7 | Postdoctoral Fellow (Mentor: Ye Tian) | Academy of Mathematics and Systems Science |
| Publications & Preprints |
|---|
| Caution: Most of the following documents on arXiv are not of their latest versions |
| 0. Some arithmetic problems on Shimura curves (in Chinese) |
| PhD Thesis, Tsinghua University, 2011. |
| 1. (with Linsheng Yin) Arithmetic of quasi-cyclotomic fields |
| J. Number Theory 128, no. 6, 1717–1730, 2008. |
| 2. A note on the local theta correspondence for unitary similitude dual pairs |
| J. Number Theory 133, no. 9, 3057–3064, 2013. arXiv |
| 3. On linear periods |
| Math. Zeit. 279, no. 1–2, 61–84, 2015. arXiv |
| 4. On the smooth transfer for Guo-Jacquet relative trace formulae |
| Compositio Math. 151, no. 10, 1821–1877, 2015. arXiv |
| 5. Local periods for discrete series representations |
| J. Functional Analysis 271, no. 6, 1525–1543, 2016. arXiv |
| 6. An orthogonality relation for spherical characters of supercuspidal representations |
| Pacific J. Math. 290, no. 1, 247–255, 2017. arXiv |
| 7. Distinction of regular depth-zero supercuspidal L-packets |
| IMRN no. 15, 4579–4601, 2018. arXiv |
| 8. Distinguished regular supercuspidal representations |
| Math. Annalen 376, no. 3-4, 1561-1598, 2020. arXiv |
| 9. Theta lifts and distinction for regular supercuspidal representations |
| Math. Zeit. 295, no. 3-4, 1279-1293, 2020. arXiv |
| 10. Local theta correspondence and Galois periods |
| Preprint, 2026. arXiv |
| Links | ||||
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| Useful | Math. Centers | Math. Departments | Math. Conferences | 中文资料 |
| arXiv: AG / NT / RT | BICMR / MCM | AMSS / PKU / THU | Number Theory Conferences, new and old | 李文威: 数学写作漫谈 (beamer, pdf) |
| MathSciNet | SCMS / YMSC | BNU / CNU / NANKAI / TJU | Kedlaya’s list of Conferences in Arithmetic Geometry | 李文威: 教学实践：经验、反思与构想(beamer) |
| Kai-Wen Lan’s Math Links | CIM / TCAM | SDU / SCU / SYSU / XMU | MathMeetings | 数学传播 |
| Ravi Vakil’s advice for Potential Ph.D. Students | HIT / TSIMF | NJU / USTC / ZJU / FUDAN | researchseminars | 数学译林 |
| Ravi Vakil’s list of Great Articles and Books | SJTU / ECNU / CCNU / WHU |