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Showing: If $w\in C\ell^1(V,Q)$ anticommutes with all $v\in V$, then $w=0$
Show that if an element of the odd part of the Clifford Algebra anticommutes with everything in the vector space, then it is 0. Been having a really hard time making any progress with this one.
Nov 23 '11 at 1:10
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