Abstract
In this paper we treat the intersection of fixed point subgroups by the involutive automorphisms of exceptional Lie group $G = F_4, E_6, E_7$. We shall find involutive automorphisms of $G$ such that the connected component of the intersection of those fixed point subgroups coincides with the maximal torus of $G$.
Citation
Toshikazu MIYASHITA. "The Intersection of Fixed Point Subgroups by Involutive Automorphisms of Compact Exceptional Lie Groups." Tokyo J. Math. 30 (2) 455 - 463, December 2007. https://doi.org/10.3836/tjm/1202136688
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