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Hao CHANG(常浩)

English Version (英文版)

职称副教授
办公室六号楼M522
邮箱chang@ccnu.edu.cn

个人简介

开设课程

● At CCNU
  2023/2024(II): 
  Previous semesters
  2023/2024(I): 
  2022/2023(II): Advanced Algebra+Abstract Algebra II (Modules and Homological Algebra)
  2022/2023(I): Abstract Algebra
  2021/2022(II): Abstract Algebra+Abstract Algebra II (Modules and Homological Algebra)
  2021/2022(I): Abstract Algebra
  2020/2021(II): Higher Algebra and Analytic Geometry II+ Abstract Algebra II (Modules and Homological Algebra)
  2020/2021(I): Higher Algebra and Analytic Geometry I
  2019/2020(II): Abstract Algebra + Abstract Algebra II (Categories and Homological Algebra)
  2019/2020(I): Introduction to Lie Algebras
  2018/2019(II): Abstract Algebra + Abstract Algebra II (Rings, Algebras and Modules)
  2018/2019(I): Abstract Algebra + Linear Algebra
  2017/2018(II): Higher Algebra and Analytic Geometry II
  2017/2018(I): Abstract Algebra
● Former teaching at the University of Kiel
Winter term 2016/2017: Lie Algebras and Algebraic Groups I, Prof. Dr. Rolf Farnsteiner
Summer term 2016: Commutative Algebra, Priv.-Doz. Dr. Amir Džambić
Winter term 2015/2016: Homological Algebra II, Prof. Dr. Rolf Farnsteiner
Summer term 2015: Homological Algebra I, Prof. Dr. Rolf Farnsteiner

研究方向

模李代数

教育经历

工作经历

● 2017.4-至今   js6666金沙登录入口 副研究员
● 2016.4-2017.3 基尔大学数学系  博士后

研究成果

● Tensor products of the defining representations over the Witt algebra in positive characteristic. (with Y.-F. Yao) arXiv:2108.06657 
● Toral stabilizers of restricted Lie algebras. arXiv:1608.02258
● A note on the center of the super Yangian YM|N(s). (with H. Hu) J. Algebra 633 (2023), 648-665
● Varieties of subalgebras and endotrivial modules. (with R. Farnsteiner) J. Algebra 631 (2023), 877-895
● On the semisimple orbits of restricted Cartan type Lie algebras W, S and H. (with K. Ou) Algebr. Represent. Theory 26 (2023), 317-327
● The centre of the modular super Yangian Ym|n. (with H. Hu) J. London Math. Soc. 107 (2023), 1074-1109
● Varieties of elementary abelian Lie algebras and degrees of modules. (with R. Farnsteiner) Represent. Theory 25 (2021), 90-141 
● Publications. (see MathSciNet)
● PhD Thesis:
(East China Normal University) Toral schemes, toral stabilizers and their applications. (advisor: Prof. Bin Shu)
(University of Kiel) Varieties of elementary Lie algebras. (advisor: Prof. Dr. Rolf Farnsteiner)

研究项目

● NSFC (No. 11801204)

附件

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