Flavor symmetries, leptogenesis and the absolute neutrino mass scale
E. Bertuzzo, P. Di Bari, F. Feruglio, E. Nardi

TL;DR
This paper explores how flavor symmetries influence leptogenesis and neutrino masses, showing that certain symmetry conditions suppress CP asymmetries and constraining neutrino mass parameters, leading to predictive models consistent with observed matter-antimatter asymmetry.
Contribution
It demonstrates the impact of flavor symmetries on leptogenesis CP asymmetries and derives neutrino mass constraints within an $A_4$ symmetry framework, providing a predictive scenario for matter-antimatter asymmetry.
Findings
Leptogenesis CP asymmetries vanish for irreducible flavor representations in exact symmetry.
Neutrino mass predictions are tightly constrained, with specific ranges for normal and inverted orderings.
Successful leptogenesis can be achieved with natural parameters, especially in the normal ordering case.
Abstract
We study the interplay between flavor symmetries and leptogenesis in the case when the scale of flavor symmetry breaking is higher than the scale at which lepton number is violated. We show that when the heavy Majorana neutrinos belong to an irreducible representation of the flavor group, all the leptogenesis CP asymmetries vanish in the limit of exact symmetry. In the case of reducible representations we identify a general condition that, if satisfied, guarantees the same result. We then focus on the case of a model in which an flavor symmetry yields a drastic reduction in the number of free parameters, implying that at leading order several quantities are only a function of the lightest neutrino mass , which in turn is strongly constrained. For normal ordering (NO) we find m_l\simeq (0.0044 \div 0.0056) eV while for inverted ordering (IO) m_l\gtrsim 0.017 eV. For the…
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