1 citations · 1 across the 3 of their papers we have counts for
3 papers
math-ph2012
Symbolic Computations in Higher Dimensional Clifford Algebras
Rafal Ablamowicz, Bertfried Fauser
We present different methods for symbolic computer algebra computations in higher dimensional (\ge9) Clifford algebras using the \Clifford\ and \Bigebra\ packages for \Maple(R). Th…
math-ph2012
On parallelizing the Clifford algebra product for CLIFFORD
Rafal Ablamowicz, Bertfried Fauser
We present, as a proof of concept, a way to parallelize the Clifford product in CL_{p,q} for a diagonalized quadratic form as a new procedure `cmulWpar' in the \Clifford package fo…
math.RA2012★ 1 cited
Square Roots of -1 in Real Clifford Algebras
Eckhard Hitzer, Jacques Helmstetter, Rafal Ablamowicz
It is well known that Clifford (geometric) algebra offers a geometric interpretation for square roots of -1 in the form of blades that square to minus 1. This extends to a geometri…