"The probabilistic distributions of Planck quanta of mass-energy momenta in any equilateral charge EM field always form a normal [Bell curve] distribution – and it is this very same distribution that is the foundation of statistical mechanics in quantum theory.
In other words all the higher level math currently utilized in quantum theory is in fact a reflection of the geometric distribution of Planck quanta at that level of physics.
1) ‘SQUARED” energies are in fact EQUILATERAL field geometries.
2) SQUARE ROOT linear momentum is the HEIGHT of these same EM fields and
3) DIAMOND e-field [Eo] Electric scalars are 1/2Mv^2 with
Dual equilateral fields [Uo] forming Magnetic dipole moments in the same fields[1/2Mv^2]
4) And CHARGE is simply the asymmetric distribution of Planck quanta in any EM field of Force."
Posted on Mon, December 22, 2014
by Kelvin C. ABRAHAM