2 citations · 2 across the 4 of their papers we have counts for
4 papers
Octonions, Albert vectors and the group
John N. Bray, Yegor Stepanov, Robert A. Wilson
We extend the explicit octonionic approach to groups of type to the twisted groups associated with a quadratic Galois extension . The…
A Clifford algebra model in phase space
Robert A. Wilson
I show how the isomorphism between the Lie groups of types and leads to a faithful action of the Clifford algebra on the phase space of 2-dimensio…
On subgroups of the Monster isomorphic to
Robert A. Wilson
We describe computer calculations that were used in 2016 to classify subgroups of the Monster isomorphic to , containing -elements. It turns out that there is no such…
Octonions, Albert vectors and the group
John N. Bray, Yegor Stepanov, Robert A. Wilson
We present a uniform approach to the construction of the groups of type over arbitrary fields without using Lie theory. This gives a simple description of the group…