Nature Itself in a Mirror Space-Time

TL;DR

This paper explores the theoretical possibility that neutrino properties and flavor symmetry laws imply a mirror Minkowski space-time, suggesting a new perspective on neutrino states and their relation to space-time structure.

Contribution

It proposes a novel theoretical framework linking neutrino flavor transitions with a mirror space-time structure based on Dirac equation solutions.

Findings

Neutrino flavor symmetry involves left-right conversions.

Different neutrino components have distinct masses, energies, and momenta.

Mirror Minkowski space-time may be evidenced by sterile neutrino experiments.

Abstract

The unity of the structure of matter fields with flavor symmetry laws involves that the left-handed neutrino in the field of emission can be converted into a right-handed one and vice versa. These transitions together with classical solutions of the Dirac equation testify in favor of the unidenticality of masses, energies, and momenta of neutrinos of the different components. If we recognize such a difference in masses, energies, and momenta, accepting its ideas about that the left-handed neutrino and the right-handed antineutrino refer to long-lived leptons, and the right-handed neutrino and the left-handed antineutrino are short-lived fermions, we would follow the mathematical logic of the Dirac equation in the presence of the flavor symmetrical mass, energy, and momentum matrices. From their point of view, nature itself separates Minkowski space into left and right spaces concerning a certain middle dynamical line. Thereby, it characterizes any Dirac particle both by left and by right space-time coordinates. It is not excluded therefore that whatever the main purposes each of earlier experiments about sterile neutrinos, namely, about right-handed short-lived neutrinos may serve as the source of facts confirming the existence of a mirror Minkowski space-time.