Lorentz noninvariant neutrino oscillations without neutrino mass
2011
The bicycle model of Lorentz noninvariant
neutrino oscillationswithout
neutrinomasses naturally predicts maximal mixing and a 1/E dependence of the oscillation argument for �µ ! �� oscillations of atmospheric and long-baseline
neutrinos, but cannot also simultaneously fit the data for
solar neutrinosand KamLAND. We examine all nineteen possible structures of the
Standard Model Extensionfor Lorentz noninvariant oscillations of massless
neutrinosthat naturally have a 1/E dependence at high
neutrinoenergy. Due to the lack of any evidence for direction dependence, we consider only direction-independent oscillations. Although we find a number of models with a 1/E dependence for atmospheric and long-baseline
neutrinos, none can also simultaneously fit solar and KamLAND data.
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