摘要
Let g be a complex contragredient Lie superalgebra, and let D be its distinguished extended Dynkin diagram. Let Aut (g) be the automorphism group of g, and let Int (g) be its identity component. We prove that Aut (g) / Int (g) ≅ Aut (D).
- 題名
- Outer Automorphism Groups of Contragredient Lie Superalgebras
- 翻譯題名
- Outer Automorphism Groups of Contragredient Lie Superalgebras
- 創作者：
- Meng-Kiat Chuah (作者) - National Tsing Hua UniversityMingjing Zhang (作者) - Nanjing University
- 著作權
- © 2021, The Author(s), under exclusive licence to Springer Nature B.V. part of Springer Nature.
- 學術資源類型
- 期刊文章
- 出版日期
- 2021
- 出版資訊
- Algebras and Representation Theory
- 語言
- 英語