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Re: Epimorphic groups
Posted:
Apr 5, 2013 2:05 PM


is "spinor" derived from pinor?
> the group of > pinors is equal to the group of (unit) versors, while they look > different by their definition. Both are epimorphic in the above manner > to the group of orthogonal transformations O(V) in a bilinear space V, > and unit versors are a subgroup of pinors. > > http://kaba.hilvi.org



