Bidivision algebra spinors in D=10 Minkowski geometry
Preprint, 1991

Some geometrical properties of spinors in ten-dimensional Minkowski space are analysed, and are demonstrated to generalise the concept of pure spinors to bi-division algebra spinors. In a unified treatment, they are shown to transform under orthogonal extensions of the algebra of space rotations and to be subjected to certain purity constraints.


Martin Cederwall

Chalmers, Department of Theoretical Physics and Mechanics, Mathematical Physics

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