Final check of Lorentz transform

This is a final check with computer algebra by Horst Eckard of the basic mathematics of the general Lorentz boost. This is a very thorough check as usual by co author Horst Eckardt. I have used the results in Note 323(5) to explain the perihelion precession of planar orbits in terms of the general Lorentz transform of teh ECE2 gravitomagnetic field tensor. This is an exact theory based correctly on the presence of both torsion and curvature. Einstein is completely obsolete for leading scholars because he omitted torsion and because he fails completely in whirlpool galaxies (e.g. UFT281). ECE and ECE2 are de facto the new unified physics because their scholarship is so thorough, and because it is rigorously Baconian.

Sent: 30/07/2015 15:37:00 GMT Daylight Time
Subj: Final check of Lorentz transform

I made the following check: In the general transformation matrix I set

beta_x = beta_y = 0.

Then I transformed J and A and compared the result with that of the
special transform in Z direction. After some manipulations it comes out
that both results are equal. That means, the apparently “missing” factor
gamma for J and A is not missing, it is only a different algebraic
expression for the same result.

Horst

323(3c).pdf

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