By incorporating angular momentum and thereby solving Einstein's Unitary Field Theory, and Schrödinger's wave functions, we have been able to derive the proton 2.7928 magneton, the neutron structure and its -1.9135 magneton, ½-spin, and neutrino, deuterium's, tritium's, helium-3's and helium-4's binding energies, magnetons and spins, and the tau, kaon, pion and muon mass energies in terms of the Classical F_C = k_ee²/r² coulomb relation and Relativistic 1 = 1_o(1 - v²/c²)^½ and
m = m_o/(1 - v²/c²)^½ Lorentz Transformations.

W. T. Gray has mathematically linked relativity to quantum mechanics through interchangeable exchanges using a classical physics analysis and Bohr's correspondence principle from the perspective of the electron based upon Bohr's correspondence principle.

Schrödinger's quantum interpretation based upon Planck's Constant as a unit of energy can only predict electron behaviors in terms of probabilities.  However, by interpreting Planck's Constant as a force-space-time energy density and changing the observer's perspective to that of the electron which knows its position 100% of the time it was possible to develop a proton:electron:proton nuclear model that explains and derives specific values for 60 unexplained phenomena (see table below) to within 1% of their empirical values: