个人资料
直属机构：数学科学学院
联系电话：
性别：男
电子邮箱：chaoping at suda.edu.cn
专业技术职务：
办公地址：维格堂410
毕业院校：香港科技大学
通讯地址：
学位：博士
邮编：
学历：博士
传真：


教育经历
教育经历：2007.9-2011.5,基础数学,香港科技大学,博士
2004.9-2007.7,应用数学,北京大学,硕士
2000.9-2004.7,数学与应用数学,安徽大学,学士



工作经历
工作经历：



个人简历
个人简介：本人从事基础数学研究，专业方向为李群表示，目前的主要研究兴趣是分类约化李群的狄拉克上同调非零的不可约酉表示(the classification of irreducible unitary representations with non-vanishing Dirac cohomology of reductive Lie groups). 我也在代数组合、应用数学方面做过一点研究.详细的论文目录见下方, 其中论文[A1]来自我在北京大学的硕士学位论文.
2019年Springer出版的专著《Permutation Polynomial Interleavers for Turobo Codes》
的两处章节标题中称[A1]中的算法为Weng and Dong algorithm. 该专著的链接：https://doi.org/10.1007/978-981-13-2625-7

本人曾在国家留学基金委的资助下访问麻省理工学院数学系11个月(2016.10-2017.9), 合作教授为David A. Vogan Jr.

过往我曾经在山东大学、湖南大学和上海师范大学工作过. 我于2018年12月被上海师范大学聘为教授.


李群表示方面
[L14]C.-P. Dong, K.D.Wong,Scattered representations of complex classical Lie groups,International Mathematics Research Notices,https://doi.org/10.1093/imrn/rnaa388
[L13] C.-P. Dong, K.D.Wong, On the Dirac series of U(p, q),Mathematische Zeitschrift, https://doi.org/10.1007/s00209-020-02641-2
L12] C.-P. Dong, K.D.Wong, Scattered representations of SL(n, C),Pacific Journal of Mathematics309(2020), 289-312.
[L11] J. Ding, C.-P. Dong, L. Yang, Dirac series for some real exceptional Lie groups,Journal of Algebra559(2020), 379-407.
[L10]J. Ding,C.-P. Dong,Unitary representations with Dirac cohomology: a finiteness result for complex Lie groups,Forum Mathematicum32(2020), 941-964.
[L9]C.-P. Dong,Unitary representations with Dirac cohomology: finiteness in the real case,International Mathematics Research Notices2020(24),10277–10316.
[L8]C.-P. Dong,Unitary representations with non-zero Dirac cohomology for complex E6,Forum Mathematicum 31(1) (2019), 69-82.
[L7]C.-P. Dong,H. Xue,On the nonvanishing hypothesis for Rankin-Selberg convolutions for GL_n(C)×GL_n(C),Representation Theory 21(2017), 151-171.
[L6] J. Ding, C.-P. Dong, Spin norm, K-types, and tempered representations, Journal of Lie Theory 26(2016), 651-658.
[L5] C.-P. Dong, Spin norm, pencils, and the u-small convex hull, Proceedings of the American Mathematical Society 144(2016), 999-1013.
[L4] C.-P. Dong, On a conjecture of Barbasch and Pandzic, Communications in Algebra43(2015), 3382-3388.
[L3] C.-P. Dong,J.-S. Huang,Dirac cohomologyof cohomologically induced modules for reductive Lie groups, American Journal of Mathematics137 (2015), 37-60.
[L2] C.-P. Dong, On theDirac cohomologyof complex Lie group representations, Transformation Groups18 (2013), 61-79.Erratum: ibid, 595-597.
[L1] C.-P. Dong,J.-S. Huang,Jacquet modules and Dirac cohomology, Advances inMathematics226 (2011), 2911-2934.

代数组合方面
[C4]C.-P. Dong,G. Weng,Minuscule representations and Panyushev conjectures,Science China Mathematics 61(10)(2018), 1759-1744.

[C3]C.-P. Dong,S. Wang,Orbits of antichains in certain root posets,Electronic Journal of Combinatorics 24 (4)(2017), #P4.25.
[C2] C.-P. Dong, Folded bump diagrams for partitions of classical types, Advances inApplied Mathematics62(2015), 141-159.

[C1] C.-P. Dong, Ad-nilpotent ideals and theShi arrangement, Journal of Combinatorial Theory, Series A 120 (2013), 2118-2136.

应用数学方面
[A3] D. Gao and C.-P. Dong, Fast diffusion inhibits disease outbreaks, Proceedings of the American Mathematical Society 148(2020), 1709-1722.
[A2] D.Gao, T.M.Lietman, C.-P. Dong and T.C.Porco, Mass drug administration: the importance of synchrony, Mathematical Medicine and Biology34(2017), 241-260.
[A1]G. Weng, C.-P. Dong, A note on permutation polynomials over Z_n,IEEE Transactionson Information Theory54(2008),4388-4390.










研究领域
研究领域：SUDA Lie Groups Lectures


Lecture I
Speaker: David A Vogan Jr (MIT)
Title: Lie groups and representations
Time: 2020-10-20, 20pm-21pm (Beijing Time)
Zoom ID: 517 680 7232 Passcode: 453060
PosterforLectureI.pdf
SlidesforLectureI.pdf


Lecture II
Speaker: Jing-Song Huang (HKUST)
Title:Segal-Shale-Weil Representations andUniversal Fourier Transforms
Time:2020-10-27, 20pm-21pm
Zoom ID: 517 680 7232 Passcode: 453060
PosterforLectureII.pdf
SlidesforLectureII.pdf



Lecture III
Speaker: Chengbo Zhu (NUS)
Title: Classical groups and their representations
–an introduction
Time: 2020-11-3, 20pm-21pm
Zoom ID: 517 680 7232 Passcode: 453060
PosterforLectureIII.pdf
SlidesforLectureIII.pdf




开授课程
开授课程：1、Basic Lie Groups,本科生、硕士生、博士生,2020年11月1日-,15人,第7节至第10节(每周日)

课程教学：


科研项目
科研项目：


论文
论文：


科技成果
软件著作 软件著作： 专利 专利：


荣誉及奖励
荣誉及奖励：


招生信息
招生信息：招生信息1：








学位：博士
毕业院校：香港科技大学
电子邮箱：chaoping at suda.edu.cn
办公地址：维格堂410
联系电话：








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