The universe is fractal at the Plank constants. The best example is the Mandelbrot set which becomes degenerate after iterations down to the Plank constants
I think this means that in the Bessel functions the Y axis leaves the photon with mass and 3 D extension. and the x axis goes to a finite limit in time.
This is indeed an interesting article. Defining scales of similarity seems to work, at least in certain cases. I do not agree on some points, for example: on quantum level of atoms and molecules, there is no predominance of gravitation as is claimed by the inverse fine structure constant of 1/alpha=137. The Schrödinger and Dirac equation are purely electromagnetic and work nearly perfectly. On sub-atomic level the claim may be true. We have used m theory in some papers on this level and obtained encouraging results. Oldershaw takes mini-black holes for qualitative argument, lacking better theories.
Interpreting wave function densities as “subquantum scale plasma particles” may be not so wrong. This is what we call aether or vacuum structure, and I am convinced that on the Planck scale, aether is built from discrete mini-particles. Dynamic processes (for exampel how a pointlike electron becomes an extended wave structure) may be explainable by ECE dynamics. ECE theory provides many new means to investigate suche effects closer.
This is a remarkable paper Horst. The appearance of the Golden Ratio in this way (with rest energy increasing by the Golden Ratio) and the establishment that light can escape from a star (with the fundamental confirmation it provides that there are no such things as black holes in the accepted sense) are discoveries of massive significance.
You have traced this back to its core at the fundamental physical level. This is ground breaking in every sense. What a legacy Myron has left and how fitting it is that you, who played such a key role in developing the new physics with him, have observed and now developed this remarkable next step.
“Many congratulations” as Myron would have said!!
ECE theory is even more firmly cemented now and how close Myron was to observing it.
In UFT 442 we handle the deflection of light grazing the sun. With special relativity, the dynamics of such a trajectory cannot be computed, because the gamma factor diverges for v –> c. Within m theory, however, v=c is possible for m>1. An analytical calculation for light corpuscula moving at this speed gives the astonishing result that m is the “golden ratio” number of about 1.6. This is quite high. For ordinary matter (S2 star for example) we found m approx. 1. This leads us to the statement that light (or e-m radiation in general) has a different interaction with the spacetime or background field than dense matter. The mass of the photon seems to be extended in any form so that space appears “less dense” than for ordinary matter.
Since m theory allows velocities of v=c, we are able to apply the Lagrange (or identical Evans-Eckardt) equations to motion of light corpuscula. We can compute the dynamic behaviour of light in the presence of heavy masses. This is possible only by m theory. I did this for several values of a constant m. The result is that the experimental deflection angle is obtained within 2% with the value of the golden ratio. This is a very remakable result, proving the consistency of the calculations. This is a new milestone in theoretical physics.
The fact, that the m value for light equals the golden ratio, is probably the first time where this important constant of natural philosophy was derived from a principal physical theory without assuming any “philosophical principles”.
Myron’s last paper, for which he wrote notes, was paper 438 (old numeration), which was about dark stars and escape velocities. I am preparing this paper as “opus postumum” of Myron, which will go as UFT 442 to the web site. There are 4 notes of Myron, where he described escape velocities for Newtonian physics, special relativity and m theory. The latter is the highest current standard of general relativity. I extended the calculation – according to Myron’s last statement – to dynamical solutions of the Lagrange equations of m theory. From earlier calculations we thought that these equations are a bit different from the direct solution of energy and momentum conservation, which we called Evans-Eckardt equations. Now I found out (by a different Maxima code solving the same Evans-Eckardt equations) that both equation sets are identical. It is not clear where this difference came from but the result is much more satisfactory than before and earlier problems were resolved.
The escape velocity of an orbiting mass from a gravitating mass is
v = m(r) c,
where r is the starting radius of the escaping mass. Obviously, the velocity of light c is not a fixed escape limit. If m(r)<1, then an object can escape from a heavy star with sub-luminal velocity. In the next post and in paper 442 we will see that this is could be the case for light.
The video goes into the direction of the “electric universe” and ECE cosmology. The cosmic plasma flow between attractors could coincide with what we call “flow of vacuum potential”. Galaxies “swim” in this flow. The cosmic microwave background map is completely different, perhaps it is a mapping of microwaves from the ocean water of the earth, as Robitaille and Stephen Crothers claim.
According to natural-philosophical thoughts, human thinking and spirituality is connected to higher dimensions. This idea was taken up in paper 441. It describes a procedure that connects ordinary 4D physics with a realm that has been described by Burkhard Heim in 12 dimensions, see AIAS blog of August 8, 2019. Insofar this paper enters a region of natural philosophy not being accessible by the anthropomorphic means we know. Myron often mentioned that Cartan geometry is not restricted to four dimensions. This is the first approach of combining it with the ideas of Heim. As a result, the transition from higher to lower dimensions can be understood in detail and with quantitative reasoning. I think that this could open a new area of research in natural philosophy.
The long-awaited textbook on ECE theory (paper 438) has been expanded by electrodynamics. The first chapters contain the basic mathematics underlying ECE theory and an introduction to Cartan geometry. The part on electrodynamics introduces the physical interpretation of Cartan geometry, extending the scope from former Maxwell-Heaviside theory to a theory of general relativity. The field equations and new aspects like antisymmetry laws are described. The final chapter with ECE2 theory, a further development, and longitudinal waves is still missing.
There is a report on sciencealert.com about a small device that is reported to generate electricity “out of thin air”. It consists of “bacterial nanowires” that conduct electricity. When stacked, the device should be able to power small devices like smartphones. If this works as claimed, it would be a little overuntiy device. Of course they cannot say this so openly in the conventional scientific community. However, it would be a break-through in energy supply on this level.
According to ECE theory, the vacuum or ether is not empty, as has been proven by basic observations like the Lamb shift or Casimir effect. A new astronomical measurement shows that the vacuum is polarizable and exhibits birefringence. This is another experimental proof that “empty space” is not empty but behaves like an optical medium. Thus the view of ECE theory has been strengthened.
According to MIT, an experiment has been successful proving the “non-Abelian Aharonov-Bohm Effect”. This means that the phase shift for a particle depends on the order in which (at least two) modifications of the particle wave have been performed. The Aharonov-Bohm effect has been investigated intensively by Myron Evans in the earlier days of ECE theory. The MIT result is brought into connection with geometrical phase effects, for example the Berry phase of photons. See for example UFT papers 8, 27, 147, 336. Application in quantum computers is reported to be possible.