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math.RA2011
Transposition anti-involution in Clifford algebras and invariance groups of scalar products on spinor spaces
Rafal Ablamowicz, Bertfried Fauser
We introduce on the abstract level in real Clifford algebras \cl_{p,q} of a non-degenerate quadratic space (V,Q), where Q has signature ε=(p,q), a transposition anti-involution \tp…
math-ph2011
On the Transposition Anti-Involution in Real Clifford Algebras III: The Automorphism Group of the Transposition Scalar Product on Spinor Spaces
Rafal Ablamowicz, Bertfried Fauser
A signature epsilon=(p,q) dependent transposition anti-involution T of real Clifford algebras Cl_{p,q} for non-degenerate quadratic forms was introduced in [arXiv.1005.3554v1]. In…