Hao CHANG-华中师范大学数学学院中文站

Personal Introduction

Associate Professor at the School of Mathematics and Statistics, CCNU

Education

Research Field

Lie Theory and Representation Theory in positive characteristic

Academic Visit

(2023)
● 20.08.-24.08.2023 量子群及相关代数表示理论湖州研讨会, Huzhou, China
● 16.07.-22.07.2023 The 18th National Conference on Lie theory, Shanghai, China
● 02.06.-05.06.2023 上海大学李理论青年论坛, Shanghai, China
(2021)
● 25.07.-31.07.2021 The 17th National Conference on Lie algebra, Harbin, China
● 04.06.-07.06.2021 武汉代数学研讨会, Wuhan, China
● 23.04.-26.04.2021 李代数及相关问题学术研讨会, Xiamen, China
(2020)
● 13.01.-17.01.2020 Program on Representations of Lie Algebras, Chengdu, China
(2019)
● 14.07.-20.07.2019 The 16th National Conference on Lie algebra, Qingdao, China
● 06.07.-13.07.2019 ECNU Summer School on Lie theory, Shanghai, China
● 22.06.-25.06.2019 The International Conference on Lie Theory and Representations, Shanghai, China
● 31.05.-02.06.2019 Workshop on vertex operator algebras and related topics, Wuhan, China
(2018)
● 30.11.-02.12.2018 Conference on Algebraic Representation Theory, Shanghai, China
● 15.07.-27.07.2018 Summer School and Workshop on Lie Theory and Representation Theory V, Shanghai, China
● 30.06.-03.07.2018 Lie Theory and Representation Theory, Shanghai, China
(2017)
● 13.12.-15.12.2017 Workshop on Quantum algebra and Representation, Shanghai, China
● 23.07.-29.07.2017 The 15th National Conference on Lie algebra, Changchun, China
(2015)
● 04.12-05.12.2015 Workshop on Representations, Support, and Cohomology, Bielefeld, Germany
● 07.09-11.09.2015 Summer School on Representations of Algebraic Groups and Lie Algebras in Characteristic p, Marienheide, Germany
● 02.07.-04.07.2015 Workshop on Lie Theory and Representation Theory IV, Shanghai, China
(2014)
● 08.09.-12.09.2014 Conference on Representations of Algebraic Groups and Related objects, Jena, Germany
● 24.03.-27.03.2014 Darstellungstheorie Schwerpunkttagung 2014, Soltau, Germany

Publication

● 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)

Contact Information

School of Mathematics and Statistics
Central China Normal University
Wuhan 430079, China

Attach

Hao CHANG

Chinese Version (中文版)