Co-Moufang deformations of the universal enveloping algebra of the algebra of traceless octonions

Published 24 Mar 2015 in math.RA | (1503.07022v1)

Abstract: By means of graphical calculus we prove that, over fields of characteristic zero, any bialgebra deformation of the universal enveloping algebra of the algebra of traceless octonions satisfying the dual of the left and right Moufang identities must be coassociative and cocommutative.

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