 
Summary: > restart:with(Clifford):
eval(makealiases(9,'ordered')):
> with(linalg):
>
This worksheet accompanies the following threepart paper:
"On the Transposition AntiInvolution in Real Clifford Algebras I: The Transposition Map" by R. Ablamowicz and B. Fauser, 2010 (to
appear in Linear and Multilinear Algebra)
"On the Transposition AntiInvolution in Real Clifford Algebras II: Stabilizer Groups of Primitive Idempotents" by R. Ablamowicz and
B. Fauser, 2010 (to appear in Linear and Multilinear Algebra)
"On the Transposition AntiInvolution in Real Clifford Algebras III: The Automorphism Group of the Transposition Scalar Product on
Spinor Spaces" by R. Ablamowicz and B. Fauser, 2011 (submitted to Linear and Multilinear Algebra)
Rafal Ablamowicz
rablamowicz@tntech.edu
Cookeville, June 12, 2011
>
We need this new type in CLIFFORD/Bigebra. It is time to introduce it. This scalartype is based on the environmental variable
_scalartypes.
> `type/scalartype`:=proc(x) local st;
return member(true,{seq(type(x,st),st=convert(_scalartypes,list))});
end proc:
