Abstract
The two-component neutrino theory is formulated irrespectively of the handedness of the coordinate frame. This is made possible by introducing a constant pseudoscalar η f and by ascribing the two-component spinor slightly new transformation properties under Lorentz transformations. The method automatically exhibits the reflection properties of the various physical quantities of the system and eliminates some confusing inconveniences of the current theory, which restricts one to either right-handed or left-handed coordinate frame. It is emphasized that η f is an effective instrument in specifying the description of any objectively right-left asymmetrical process.
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