- #1

mhill

- 189

- 1

If Einstein and other proved that the equations of motion could be derived from Geodesic, or that point particles moved on Geodesic under no forces, could it be applied to QM

I mean , for example the function [tex] P(r,t)=|\Psi (r,t)|^{2} [/tex] is some kind of minimal surfaces, in the sense that it would minimize the integral taken over R-4

[tex] A(\Omega)= \int_{\Omega} |Gra(P(r,t))|^{2}dxdydzdt [/tex]