Abstract

 
 
 The Planck vacuum (PV) theory derives equations for the neutrino and antineutrino, and relates them to the unstable free neutron and antineutron. Remarkably, these neu- trons and neutrinos share the same wavefunction solutions that describe the proton and electron and their antiparticle cores.
 The neutrino and antineutrino are chargeless and massless; so their propagation through matter goes unnoticed, making these neutrinos invisible. The equations to follow that describe these pseudo-particles are the theoretical embodiment of the circa 1930 Pauli neutrino hypothesis.
 Finally, depending on one’s perspective, the neutrons can be viewed as decaying meta-particles or as stable nuclear particles.
 
 
Highlights
T HIS paper is a continuation of an earlier neutron paper [1], where here the neutrino is introduced into the Planck vacuum (PV) theory
The ratio e2∗/c to the right of the arrow is the spin coefficient for the Planck particle (PP), the proton, and the electron cores respectively, whereh is the reduced Planck constant
The equations in (2) represent the forces the free electron or proton cores exert on the invisible PV space, a space that is itself pervaded by a degenerate collection of PP cores (±e∗, m∗)
Summary
T HIS paper is a continuation of an earlier neutron paper [1], where here the neutrino is introduced into the PV theory. The particles and antiparticles of equations (6)–(9) reside in the observed and unobserved 4-D spacetimes respectively. The ratio e2∗/c to the right of the arrow is the spin coefficient for the Planck particle (PP), the proton, and the electron cores respectively, whereh is the reduced Planck constant. The electron core (−e∗, me) and proton core (+e∗, mp) exert on the invisible PV state; along with their coupling constants. The equations in (2) represent the forces the free electron or proton cores exert on the invisible PV space, a space that is itself pervaded by a degenerate collection of PP cores (±e∗, m∗).
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