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Jul 17, 2014 at 22:56 comment added truebaran Thank You for your answer: could You explain, how do You understand $Cl^{n,n}$? Since, as I understood, You claim that this is $C^*$-algebra but $C^*$-algebras are complex: but going into complex numbers all possible choices of signature leads to the same $\mathbb{C}l(V)$. Could You also explain how do You understand $e_i \wedge_{-} - \iota_{e_i}$? And finally, which norm do You take on $End(\Lambda R^n)$? Standard matrix norm with respect to euclidean norm on exterior algebra?
Jul 16, 2014 at 7:52 history answered Johannes Ebert CC BY-SA 3.0