CP nonconservation in the leptonic sector
arXiv:1101.4087 · doi:10.1103/PhysRevD.74.113010
Abstract
In this paper we use an exact method to impose unitarity on moduli of neutrino PMNS matrix recently determined, and show how one could obtain information on CP nonconservation from a limited experimental information. One suggests a novel type of global fit by expressing all theoretical quantities in terms of convention independent parameters: the Jarlskog invariant and the moduli , able to resolve the positivity problem of . In this way the fit will directly provide a value for , and if it is different from zero it will prove the existence of CP violation in the available experimental data. If the best fit result, , from M. Maltoni {\em et al}, [New J.Phys. {\bf 6} (2004) 122] is confirmed, it will imply a new physics in the leptonic sector.
References in corpus (20)
- First Results from KamLAND: Evidence for Reactor Anti-Neutrino Disappearance
- Evidence for Neutrino Oscillations from the Observation of Electron Anti-neutrinos in a Muon Anti-Neutrino Beam
- Indications of Neutrino Oscillation in a 250 km Long-baseline Experiment
- A Measurement of Atmospheric Neutrino Oscillation Parameters by Super-Kamiokande I
- Evidence for Oscillations from the LSND Experiment at LAMPF
- Status of global fits to neutrino oscillations
- Electron Energy Spectra, Fluxes, and Day-Night Asymmetries of B Solar Neutrinos from the 391-Day Salt Phase SNO Data Set
- Global analysis of three-flavor neutrino masses and mixings
- Evidence for Neutrino Oscillations from Muon Decay at Rest
- CP and T violation test in neutrino oscillation
- Resolving parameter degeneracies in long-baseline experiments by atmospheric neutrino data
- Quantization of Fermionic Fields with Two Mass States in the First Order Formalism
- Neutrino Mass Hierarchy, Vacuum Oscillations, and Vanishing U_e3
- Birkhoff's polytope and unistochastic matrices, N=3 and N=4
- LSND anomaly from CPT violation in four-neutrino models
- Neutrinos Have Mass - So What?
- Global Analysis of Neutrino Data
- Invariants of Lepton Mass Matrices and CP and T Violation in Neutrino Oscillations
- Separation of unistochastic matrices from the double stochastic ones. Recovery of a 3 x 3 unitary matrix from experimental data
- The Role of Invariant Functions in Understanding Masses and Mixings