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Features of Neutrino Mixing
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The elements (squared) of the neutrino mixing matrix are found to satisfy, as functions of the induced mass, a set of differential equations. They show clearly the dominance of pole terms when the neutrino masses "cross". Using the known vacuum mixing parameters as initial conditions, it is found that these equations have very good approximate solutions, for all values of the induced mass. The results are applicable to Long Baseline Experiments (LBL).
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Cited by 1 Pith paper
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On the Properties of the Effective Jarlskog Invariant for Three-flavor Neutrino Oscillations in Matter
The ratio of the matter-changed CP violation measure to its vacuum value is approximately the product of two two-flavor resonance factors, now derived more accurately and used to locate its peaks and dip.
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