On a Flavor Symmetrical Mode of Neutrino Oscillation

The neutrino oscillation and the oldest picture of its building encounters the condition of a unity of flavor and gauge symmetry laws and requires the explanation both from the point of view of a classification of elementary particles with respect to C-operation and from the point of view of neutrino strings. To solve this question, it is desirable to recall at first the lepton and true [1] flavors, the conservation of which unites the two left (right)-handed neutrinos in flavorless difermions of C-even or C-odd character. They have no definite mass. Therefore, in conformity with a gauge invariance principle, we conclude that the neutrino oscillations are carried out in the systems of the same vector or axial-vector types of neutrino strings without flavor symmetry violation. Thus, to reanalyse the experiments about mixing angles at the new level, one must elucidate the ideas of each of those oscillations which originate, for example, in the systems of quarks and other types of hadrons. But at a given stage we can only add that regardless of the oscillating particle types, their mixing has the unified nature.  [1] R.S. Sharafiddinov, Int. J. Theor. Phys. 55, 3040 (2016).