Grand Unified origin of gauge interactions and families replication in the Standard Model

Abstract

Tremendous phenomenological success of the Standard Model (SM) suggests that its flavor structure and gauge interactions may not be arbitrary but should have a fundamental first-principle explanation. In this work, we explore how the basic distinctive properties of the SM dynamically emerge from a unified New Physics framework tying together both flavour physics and Grand Unified Theory (GUT) concepts. This framework is suggested by a novel anomaly-free supersymmetric chiral ${\mathrm{E}}_6\times {\mathrm{SU}}_F(2)\times {\mathrm{U}}_F(1)$ GUT containing the SM. Among the most appealing emergent properties of this theory is the Higgs-matter unification with a highly-constrained massless chiral sector featuring two universal Yukawa couplings close to the GUT scale. At the electroweak scale, the minimal SM-like effective field theory limit of this GUT represents a specific flavored three-Higgs doublet model consistent with the observed large hierarchies in the quark mass spectra and mixing already at tree level.

11 pages, 2 tables, 1 figure; discussion somewhat extended; published version

References in corpus (6)

• Modular $S_4$ and $A_4$ Symmetries and Their Fixed Points: New Predictive Examples of Lepton Mixing
• Novel Higgs Decays and Dark Matter in the E(6)SSM
• A 3-3-1 model with low scale seesaw mechanisms
• Classification of anomaly-free 2HDMs with a gauged U(1)' symmetry
• Prospects for New Physics from gauge Left-Right-Colour-Family Grand Unification hypothesis
• Sequentially loop-generated quark and lepton mass hierarchies in an extended Inert Higgs Doublet model