Standard Model particle representations (minus top-quark irreps) are shown to fit into a Z2^5-graded Jordan superalgebra H_16(C) generated by division algebras.
Z 3 2-grading of the Lie algebraG 2 and related color algebras
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A Superalgebra Within: representations of lightest standard model particles form a $\mathbb{Z}_2^5$-graded algebra
Standard Model particle representations (minus top-quark irreps) are shown to fit into a Z2^5-graded Jordan superalgebra H_16(C) generated by division algebras.
- Graded Casimir Elements and Central Extensions of Color Lie Algebras