  We consider a space-time dependent relative phase between the right- and
left-handed spinors and show that it results in a violation of locality in the
presence of gravity once the demand of parity covariance is dropped. This
violation of locality is such that it readily interprets itself as a
gravity-induced CP violation, and at the same time confirms an earlier remark
by Wigner that a representation space carries more information than a wave
equation. This happens, as Kirchbach has noted, because while the
dimensionality of an irreducible representation space does not depend upon the
concrete realization of the symmetry generators, Noether currents (Dirac,
versus Majorana, versus the CP violating construct presented here) do. The
gravity-induced CP violation provides a dynamical reason on how a neutron star
carrying its baryon and lepton numbers can collapse into a black hole and loose
information on the latter characteristics.
