Physics – Mathematical Physics
Scientific paper
2002-12-10
Advances in Applied Clifford Algebras, 15 no.2, 2005:157-181
Physics
Mathematical Physics
19 pages, see CIFFORD website atshttp://math.tntech.edu/rafal/
Scientific paper
10.1007/s00006-005-0009-9
CLIFFORD performs various computations in Grassmann and Clifford algebras. It can compute with quaternions, octonions, and matrices with entries in Cl(B) - the Clifford algebra of a vector space V endowed with an arbitrary bilinear form B. Two user-selectable algorithms for Clifford product are implemented: 'cmulNUM' - based on Chevalley's recursive formula, and 'cmulRS' - based on non-recursive Rota-Stein sausage. Grassmann and Clifford bases can be used. Properties of reversion in undotted and dotted wedge bases are discussed.
Ablamowicz Rafal
Fauser Bertfried
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