Typo in UFT406.
Many thanks for the meticulous checking of this paper. I have just finished calculations which show that the well known Thomas factor of spectra can be deduced from rotating the metric. The Thomas precession also occurs in planetary motion and has again been ignored by the dogmatists. We stand at the cross roads at present because the basic concepts of the standard model are disintegrating. In view of the fact that the standard idea of geodetic precession is derived from a rotating Schwarzschild metric it is not correct to read anything in to it. UFT406 used the concepts pf the standard model itself to show that it is completely wrong even within its own terms. If one takes their own equations UFT406 shows that their claims are wildly wrong. The Thomas precession on the other hand does not depend on the Einstein field equation. I have shown that the theory that gives rise to the Thomas precession of planets gives the famous Thomas factor of two of spin orbit interaction in the low velocity limit. At first sight, there seems to be no relation between the two effects, so I decided to give the full details. I will send them out tomorrow. All concepts based on the Einstein field equation have been refuted and ECE schools of thought established in all universities of note. The dogmatists are cornered because they have to keep on making their absurd claims that the theory is incredibly precise. it is just that – incredible (zero credibility).
Myron Evans <myronevans123>
In eq. (44) of the paper the two dots above r at the LHS are missing.
Concerning omission of geodetic precession in experimental data: Does this precession depend on any angle of observation? We know that this is the case for the Lense-Thirring precession.
Horst
Am 03.05.2018 um 12:36 schrieb Myron Evans:
FOR POSTING: UFT406 Sections 1 and 2 and Background Notes
This paper gives the clearest and simplest refutation of EGR to date, using the methods of the standard model itself and gives the vacuum fluctuation theory of light deflection due to gravitation.