427(1): Hamilton and Hamilton Jacobi Equations for m Theory

This note shows that the Hamilton and Euler Lagrange equations produce precisely the same force from m space (spacetime, aether or vacuum), Eq. (22), which can become infinite under well define conditions as discussed in UFT417. The Hamilton Jacobi equations for m theory are equations (37) and (38), which can be integrated using Maxima to give the radial and angular actions. The quantum of action is h bar, the reduced Planck constant, so Schroedinger quantization of Eq. (37) leads to an entirely new relativistic quantum mechanics, which ought to be able to describe the Lamb shift in the H atom. The spin connection can be found from Eq. (22) as in previous work.


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