董超平

English



董超平
男
教授
研究生教育
chaoping@shnu.edu.cn
数理学院
理学博士学位
香港科技大学






研究方向学术成果教学工作荣誉称号社会兼职





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研究方向：我在李群表示、代数组合和应用数学方面做过研究工作。以下是详细的论文目录，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




(1) 李群表示



[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 Notices,https://academic.oup.com/imrn/advance-article/doi/10.1093/imrn/rny293/**

[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.



(2) 代数组合



[C4]C.-P. Dong,G. Weng,Minuscule representations and Panyushev conjectures,Science China Mathematics61(10)(2018), 1759-1744.


[C3]C.-P. Dong,S.Wang,Orbits of antichains in certain root posets,Electronic Journal of Combinatorics24(4)(2017), #P4.25.

[C2]C.-P. Dong,Folded bump diagrams for partitions of classical types,Advances inAppliedMathematics62(2015), 141-159.


[C1]C.-P. Dong,Ad-nilpotent ideals and theShi arrangement,Journal of Combinatorial Theory, Series A120(2013), 2118-2136.



(3) 应用数学



[A3]D.Gao andC.-P. Dong,Fast diffusion inhibits disease outbreaks,Proceedings of the American Mathematical Society148(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 overZ_n,IEEE Transactionson Information Theory54(2008),4388-4390.






（以下信息源于科研管理系统）
学术成果：


教学工作：教职工课程信息
开课学年 开课学期 课程名称
2019-2020 1 高等代数与解析几何I
2018-2019 2 高等代数与解析几何II



荣誉奖励：


社会兼职：担任德国ZbMath评论员。