UFT245, vacuum charge density

I would say that your topological theory with Doug Lindstrom is very interesting and valid, also the work in UFT85 and UFT170 on the radiative corrections. One could also invert the argument and propose that the vacuum charge current density arises from the vacuum four potential through R. The observable radiative corrections mean that there is a source for them in the vacuum. Usually the radiative corrections are thought of as fluctuations on some background. The background is not observable as you rightly argue, but the fluctuations are.

In a message dated 29/07/2013 12:13:16 GMT Daylight Time, writes:

A remark concerning the charge density of the vacuum:
It is not easily understandable that there is a vacuum charge density which is the origin of the vacuum potential. The potential is experimentally measurable but there is no “background charge” detectable or something like that. A solution could come from the paper “solutions of the ECE vacuum equations”. When non-linear terms are included, it was shown that there is a “topological” charge density

– nabla * (omega Phi)

i.e. spacetime curvature/torsion acts as a source for potential. This can only be understood within the framework of a non-linear theory.

Horst

Verschickt: So, 28 Jul 2013 2:04 pm
Betreff: FOR POSTING: UFT245 Sections 1 and 2, NEW ECE Theory and Photon Mass

These are my sections 1 and 2 of UFT245 with its eight background notes. Thanks in anticipation to Dave Burleigh.

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