High Energy Particle Physics

    

A New Mathematical Duality Relating Jacobi Identity and Lie Algebra

Authors: Syed Afsar Abbas

We obtain a new mathematical duality relating the Jacobi Identity and the Lie Algebra. The duality is between two independent but simultaneously existing mathematical structures related to the fundamental relationship between the Lie algebra of a Lie group and the corresponding Jacobi Identity. We show that this new mathematical duality has a physical counterpart within the Eightfold-way model and the SU(3) Lie group.

Comments: 6 Pages.

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Submission history

[v1] 2014-12-29 20:50:11

Unique-IP document downloads: 470 times

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