The Poincaré Group in a Demisemidirect Product with a Non-associative Algebra with Representations That Include Particles and Quarks-ii

Abstract

The quarks and particles’ mass and mass/spin relations are provided with coordinates in configuration space and/or momentum space by means of the marriage of ordinary Poincaré group representations with a nonassociative algebra made through a demisemidirect product, in the notation of Leibniz algebras. Thus, we circumvent the restriction that the Poincar… (More)

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