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1994
The octonion algebra, O, is generally developed as an extension of the quaternion algebra, Q. Let q i , i= 1,2,3, be a conventional basis for the hypercomplex quaternions. These elements associate, anticommute, and satisfy q i 2 = -1.
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The octonion algebra, O, is generally developed as an extension of the quaternion algebra, Q. Let q i , i= 1,2,3, be a conventional basis for the hypercomplex quaternions. These elements associate, anticommute, and satisfy q i 2 = -1.
openaire +1 more source
Mixed precision algorithms in numerical linear algebra
Acta Numerica, 2022Nicholas J Higham, Theo Mary
exaly
Spacetime algebra as a powerful tool for electromagnetism
Physics Reports, 2015Justin Dressel +2 more
exaly
Path extension similarity link prediction method based on matrix algebra in directed networks
Computer Communications, 2022exaly