Abstract

Extended scalar and fermion sectors offer new opportunities for generating the observed strong hierarchies in the fermion mass and mixing patterns of the Standard Model (SM). In this work, we elaborate on the prospects of a particular extension of the Inert Higgs doublet model where the SM hierarchies are generated sequentially by radiative virtual corrections in a fully renormalisable way, i.e. without adding any non-renormalisable Yukawa terms or soft-breaking operators to the scalar potential. Our model has a potential to explain the recently observed RK and RK∗ anomalies, thanks to the non universal U1X assignments of the fermionic fields that yield non universal Z′ couplings to fermions. We explicitly demonstrate the power of this model for generating the realistic quark, lepton and neutrino mass spectra. In particular, we show that due to the presence of both continuous and discrete family symmetries in the considered framework, the top quark acquires a tree-level mass, lighter quarks and leptons get their masses at one- and two-loop order, while neutrino masses are generated at three-loop level. The minimal field content, particle spectra and scalar potential of this model are discussed in detail.

Highlights

  • Limit of a more symmetric, and more fundamental theory

  • As a follow up to this study, in the later work of ref. [25], we proposed such a renormalizable model based on the SU3C ×SU3L×U1X ×U1L×Z2(1)×Z2(2) symmetry, which generates the Standard Model (SM) fermion mass hierarchies with an emergent sequential loop suppression mechanism

  • We have constructed a first renormalizable extension of the Inert Doublet Model that enables an implementation of a sequential loop suppression mechanism, capable of explaining the observed SM fermion mass hierarchy without invoking soft breaking mass terms

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Summary

Sequential loop suppression mechanism

Before describing our model in detail, let us first explain the reasoning behind introducing the additional scalar and fermion degrees of freedom and the symmetries that are required for a consistent implementation of the sequential loop suppression mechanism for generating the SM fermion hierarchies

Quark sector
Charged lepton sector
Light active neutrino sector
The extended IDM model
Particle content and charges
Yukawa interactions
Scalar potential
Scalar mass spectrum
C2 C2T C3
D2 D2T D3
Radiatively generated quark mass and mixing hierarchies
Radiatively generated lepton masses and mixings
Discussions and conclusions
Full Text
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