Renormalization Group Running of Fermion Observables in an Extended Non-Supersymmetric SO(10) Model
Davide Meloni, Tommy Ohlsson, Stella Riad

TL;DR
This paper studies how fermion masses, mixings, and scalar couplings evolve with energy in an extended non-supersymmetric SO(10) GUT model, incorporating gauge group changes and comparing with minimal models to match experimental data.
Contribution
It derives renormalization group equations for fermion and scalar couplings in an extended SO(10) model, demonstrating successful low-energy observable predictions and comparing with minimal models.
Findings
Fermion observables can be matched to experimental values using RG evolution.
Differences up to 80% found when comparing extended and SM-like evolution.
Predictions made for CP-violating phases and neutrino masses.
Abstract
We investigate the renormalization group evolution of fermion masses, mixings and quartic scalar Higgs self-couplings in an non-supersymmetric SO(10) model, where the Higgs sector contains the , , and representations. The group SO(10) is spontaneously broken at the GUT scale to the Pati-Salam group and subsequently to the Standard Model (SM) at an intermediate scale . We explicitly take into account the effects of the change of gauge groups in the evolution. In particular, we derive the renormalization group equations for the different Yukawa couplings. We find that the computed physical fermion observables can be successfully matched to the experimental measured values at the electroweak scale. Using the same Yukawa couplings at the GUT scale, the measured values of the fermion observables cannot be…
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