论文标题

简单的谎言代数和彩绘图的对称性的外部自动形态组

Outer Automorphism Groups of Simple Lie Algebras and Symmetries of Painted Diagrams

论文作者

Chuah, Meng-Kiat, Zhang, Mingjing

论文摘要

对于真实的半神经代数,我们通过其身份成分来考虑其自动形态群体商。这被称为外部自动形态组。在本文中,我们计算所有真实半圣代数的外部自动形态组。

For a real semisimple Lie algebra, we consider its automorphism group quotient by its identity component. This is known as the outer automorphism group. In this article, we compute the outer automorphism groups of all real semisimple Lie algebras.

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