Viability of minimal left-right models with discrete symmetries
Wouter Dekens, Daniel Boer

TL;DR
This paper systematically evaluates minimal left-right symmetric models with discrete symmetries, analyzing their theoretical structure, experimental constraints, and fine-tuning issues to identify viable models and guide future tests.
Contribution
It provides a comprehensive analysis of the symmetry properties, Higgs sectors, and experimental bounds of minimal left-right models, highlighting their fine-tuning challenges and current viability.
Findings
Models with P, C, and/or CP symmetry face high fine-tuning.
Models symmetric under both P and C are inconsistent with observations.
P, C, or CP symmetric models remain compatible with current data.
Abstract
We provide a systematic study of minimal left-right models that are invariant under , , and/or transformations. Due to the high amount of symmetry such models are quite predictive in the amount and pattern of violation they can produce or accommodate at lower energies. Using current experimental constraints some of the models can already be excluded. For this purpose we provide an overview of the experimental constraints on the different left-right symmetric models, considering bounds from colliders, meson-mixing and low-energy observables, such as beta decay and electric dipole moments. The features of the various Yukawa and Higgs sectors are discussed in detail. In particular, we give the Higgs potentials for each case, discuss the possible vacua and investigate the amount of fine-tuning present in these potentials. It turns out that all left-right models with ,…
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