Measuring the lower bound of the neutrino mass at the LHC in Higgs triplet model

Abstract

We show in the framework of Higgs triplet model that the lower bound of the neutrino mass is obtained if we can measure $\frac{\Gamma ({\Delta }^{--}\to ee)}{\Gamma ({\Delta }^{--}\to \mu \mu )}$ at the LHC.

arXiv comment5 pages, 2 figures, revised version in Pyhs.Rev.D. Using the reduced luminosity of LHC, we added the estimation on the order of magnitude of the considering reactions

References in corpus (8)

• Tri-Bimaximal Mixing and the Neutrino Oscillation Data
• Neutrino Masses and the LHC: Testing Type II Seesaw
• Testing Higgs Triplet Model and Neutrino Mass Patterns
• Pair Production of Doubly-Charged Scalars: Neutrino Mass Constraints and Signals at the LHC
• Probing Majorana Phases and Neutrino Mass Spectrum in the Higgs Triplet Model at the LHC
• Direct determination of neutrino mass parameters at future colliders
• Detecting Majorana nature of neutrinos in muon and tau decay
• New Parameterization in Muon Decay and the Type of Emitted Neutrino. II

Cited by in corpus (6)

• Type-II Seesaw Scalar Triplet Model at a 100 TeV $pp$ Collider: Discovery and Higgs Portal Coupling Determination
• Phenomenology in the Higgs Triplet Model with the A_4 Symmetry
• Inverse Neutrino-less Double Beta Decay Revisited: Neutrinos, Higgs Triplets and a Muon Collider
• Lower Limits on $\mu \to e\gamma$ from new Measurements on $U_{e3}$
• Higgs triplets at like-sign linear colliders and neutrino mixing
• Relating Neutrino Masses by dilepton modes of Doubly Charged Scalars