Representation of Clifford algebras
Is there a way of defining a matrix representation of Clifford algebras in sage?
For example, Cl(3) is isomorphic to M(2,C). Such isomorphism can be implemented by ρ(ei)=σi, where σi are the Pauli matrices.
In general, I would like to define an isomorphism ρ:Cl(V,Q)→M(n,K) and go back and forward between elements of Cl(V,Q) and M(n,K).
Is it possible in sage? I didn't find any hint on the documentation.