2019
DOI: 10.1103/physrevd.100.075013
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Inverse seesaw model with global U(1)H symmetry

Abstract: We propose an inverse seesaw model based on hidden global symmetry Uð1Þ H in which we realize tiny neutrino masses with rather natural manner taking into account relevant experimental bounds. The small Majorana mass for inverse seesaw mechanism is induced via the small vacuum expectation value of a triplet scalar field whose Yukawa interactions with standard model fermions are controlled by Uð1Þ H. We discuss the phenomenology of the exotic particles present in the model, including the Goldstone boson coming f… Show more

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Cited by 7 publications
(7 citation statements)
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“…such that 5 We will see M D /M L 1 is demanded by LFVs in the subsection III B. δμ 22 (33) M L would be rather natural, since μ 22( 33) is induced at one-loop level while M L is bare mass.…”
Section: Neutrino Mass Generationmentioning
confidence: 99%
See 1 more Smart Citation
“…such that 5 We will see M D /M L 1 is demanded by LFVs in the subsection III B. δμ 22 (33) M L would be rather natural, since μ 22( 33) is induced at one-loop level while M L is bare mass.…”
Section: Neutrino Mass Generationmentioning
confidence: 99%
“…Since our model has the following hierarchies δμ 22 (33) , M D << M L , 5 the inverse seesaw mass matrix can be block diagonalized by unitary matrix U ν to obtain the mass matrix of the light (active) neutrinos and heavy neutrinos as…”
Section: Neutrino Mass Generationmentioning
confidence: 99%
“…where v H is the vacuum expectation value of the SU (2) L Higgs doublet and satisfies the relation: v 2 H + v 2 ∆ (246 GeV) 2 [101,102]. The ρ-parameter describes the relative coupling strength between the Higgs bosons and the gauge bosons, and can be precisely determined from experiments.…”
Section: The Modelmentioning
confidence: 99%
“…Literature survey shows there are many flavor symmetries either discrete A 4 [23][24][25], S 3 [26][27][28][29], S 4 [30][31][32] etc. or continuous U (1) B−L [33][34][35][36][37], U (1) H [38][39][40], U (1) Le−Lτ [41,42] etc., which can generate the tiny neutrino masses and also accommodate the observed neutrino oscillation data with the help of some additional scalars and perturbation (wherever required). As aforesaid, inclusion of flavons affects the neatness of the model and the predictability of the model is hampered because of the higher dimensional operators.…”
Section: Introductionmentioning
confidence: 99%