An interpretation of scalars in SO(32)

Abstract

We propose an interpretation for the adjoint representation of the $SO(32)$ group to classify the scalars of a generic Supersymmetric Standard Model having just three generations of particles, via a flavour group $SU(5)$. We show that this same interpretation arises from a simple postulate of self-consistence of composites for these scalars. The model looks only for colour and electric charge, and it pays the cost of an additional chiral $+4/3$ quark per generation.

arXiv comment8 pages, added discussion on mass spectrum and partners

References in corpus (7)

• Exotica
• SUSY Relics in One-Flavor QCD from a New 1/N Expansion
• LieART 2.0 -- A Mathematica Application for Lie Algebras and Representation Theory
• SU(8) family unification with boson-fermion balance
• Should $E_8$ SUSY Yang-Mills be Reconsidered as a Family Unification Model?
• Scalar Democracy
• Constituent and current quark masses at low chiral energies

Cited by in corpus (1)

• New sum rules of the Koide type