Robert A. Wilson

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20192026

most citedOctonions, Albert vectors and the group

E_{6} (F)

2 citations · 2 across the 4 of their papers we have counts for

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math.GR2026

Octonions, Albert vectors and the group $^{2} E_{6} (F)$

John N. Bray, Yegor Stepanov, Robert A. Wilson

We extend the explicit octonionic approach to groups of type $E_{6}$ to the twisted groups $^{2} SE_{6, K} (F)$ associated with a quadratic Galois extension $K / F$ . The…

math.GR2023

On subgroups of the Monster isomorphic to $P S L_{2} (8)$

Robert A. Wilson

We describe computer calculations that were used in 2016 to classify subgroups of the Monster isomorphic to $P S L_{2} (8)$ , containing $7 B$ -elements. It turns out that there is no such…

math.GR2019★ 2 cited

Octonions, Albert vectors and the group $E_{6} (F)$

John N. Bray, Yegor Stepanov, Robert A. Wilson

We present a uniform approach to the construction of the groups of type $E_{6}$ over arbitrary fields without using Lie theory. This gives a simple description of the group…

Octonions, Albert vectors and the group 2E6​(F)

On subgroups of the Monster isomorphic to PSL2​(8)

Octonions, Albert vectors and the group E6​(F)

Octonions, Albert vectors and the group $^{2} E_{6} (F)$

On subgroups of the Monster isomorphic to $P S L_{2} (8)$

Octonions, Albert vectors and the group $E_{6} (F)$