邓太旺
助理研究员团队: 数论和表示论
办公室: A3-3-207
邮箱: dengtaiw@bimsa.cn
研究方向: 表示论、数论
个人主页: academics@bimsa.cn
个人简介
邓太旺博士于2022年11月加入BIMSA,担任助理研究员。他的研究兴趣是朗兰兹纲领(广义上说,是朗兰兹纲领的算术、分析和表示方面)。他在巴黎十三大学获得了数学博士学位。此前,他曾在波恩大学、马克斯•普朗克数学研究所和清华大学担任博士后。
研究兴趣
- Langlands program (Representation theory, Harmonic analysis, Arithmetic)
教育经历
- 2012 - 2016 Université Paris 13 Mathematics 博士 (Supervisor: Pascal Boyer)
- 2010 - 2012 Ecole Polytechnique Mathematics 硕士
- 2007 - 2010 中山大学 Mathematics 学士
工作经历
- 2022 - Beijing Institute of Mathematical Sciences and Applications Assistant Professor
- 2019 - 2022 YMSC Postdoc under Shuimu Tsinghua Scholar Program
- 2017 - 2019 Max Planck Institute for Mathematics Postdoc
- 2016 - 2017 Bonn University Postdoc
出版物
- [1] Taiwang, Deng, On basic functions of $\GL_n$ I, Preprint(2024)
- [2] Taiwang Deng, Irrationalities of certain transcendental functions at integers , Preprint(2024)
- [3] Taiwang Deng, A geometric study of BZ operator on representations of $\GL_n$ over non-archimedean field, arXiv preprint arXiv:2404.05742(2024)
- [4] Taiwang Deng, Some geometric consequences of the symmetric reduction, arXiv preprint arXiv:2404.00759(2024)
- [5] Taiwang Deng, Dongming She, Stability of Rankin-Selberg local $\gamma$-factors for split classical groups: The even orthogonal case, In preparation(2023)
- [6] Taiwang Deng, Dongming She, Stability of Rankin-Selberg local $\gamma$-factors for split classical groups: The symplectic case(With She Dongming), arXiv preprint arXiv:2303.09900(2023)
- [7] Taiwang Deng, Bin Xu, The characteristic cycles and semi-canonical bases on type Aquiver variety, Journal of Algebra(2022)
- [8] Taiwang Deng, Study of multiplicities in induced representations of $GL_n$ through a symmetric reduction, Manuscripta Mathematica(2022)
- [9] Taiwang Deng, Torsions in cohomology of SL2(Z)and congruence of modular forms, JOURNAL OF NUMBER THEORY(2022)
- [10] Taiwang Deng, On generalization of a theorem of Harish-Chandra, arXiv preprint arXiv:2110.09125(2022)
- [11] Taiwang Deng, Poisson summation for Hankel transforms, arXiv preprint arXiv:2110.05696(2022)
更新时间: 2024-09-12 17:18:09