A non-supersymmetric modular flavor model with polyharmonic Maass forms and an extended inverse seesaw is fitted to neutrino oscillation data and then used to test 0νββ, LFV, and leptogenesis constraints.
This asymmetry is quantified by a parameter, η, which represents the ratio of baryon to photon density
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Leptogenesis, $0\nu\beta\beta$ and lepton flavor violation in modular left-right asymmetric model with polyharmonic $Maa\beta$ forms
A non-supersymmetric modular flavor model with polyharmonic Maass forms and an extended inverse seesaw is fitted to neutrino oscillation data and then used to test 0νββ, LFV, and leptogenesis constraints.