Super Clifford algebra

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Abstract
An extension of su(2,2;2n) is presented which is based upon a theory of Z4 gradings of Clifford algebras. In the example given su(2,2;4) is extended and the Clifford algebra of an internal six‐dimensional space is manifested. It is suggested that super Clifford algebras of this type can give valuable insight into the study of su(2,2;2n) supersymmetry theories.

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