Unified Physics Institute of Technology

Final Feedback for www.aias.us March 2012

Feed: Dr. Myron Evans
Posted on: Saturday, March 31, 2012 11:33 PM
Author: metric345
Subject: Final Feedback for http://www.aias.us March 2012

The final returns for March were 102,598 files downloaded (hits) from 18,817 distinct visits, downloading 12.99 gigabytes of material from the site, 68,253 page views from one hundred and two countries. This level of intense interest in the work of AIAS and myself has been recorded daily for about eight years. To put it in context it is similar for example to the impact being made by the poet Dylan Thomas working from Laugharne, both in his lifetime and permanently thereafter. Dylan Thomas is the most read poet in the English language of the twentieth century. It is a far greater impact than anything being made in the remnants of the cut up and internationally insignificant “University of Wales” at Aberystwyth, Bangor, Cardiff and Swansea. These have failed completely to support my work as Civil List Pensioner and Armiger, and are known at present for corruption and little else. All this means that the individual intellect is paramount down the ages, poor organization utterly irrelevant, corruption reprehensible and anti social. We know that this impact is permanent, through the feedback pattern for eight years. Last month more than four hundred and fifty universities, institutes and similar visited the site. Each distinct visit may represent many real visits. So it can be seen that this overview file represents 450 / 18,817 = 2.4% of the total, close to my usual estimate of 2%. If all these visits were recorded, the attached overview file would be ten thousand pages long.

overview.pdf

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Letter from Dai Herbert

Feed: Dr. Myron Evans
Posted on: Thursday, March 29, 2012 7:56 AM
Author: metric345
Subject: Letter from Dai Herbert

To Dai Herbert: My advice is first draw the static ellipse, with x = 1, to see if the programme works. Then input small x, and redraw the ellipse. It will be rotated slightly. If there are any further questions please feel free to adress them to Horst Eckardt, Ray Delaforce and Robert Cheshire, who have all drawn the precessing ellipse, two of them from the equation using computer packages. Also look up google entries on the precessing ellipse. Try doing the differentiation by hand first, or if that is too difficult use Maxima, Mathematica, Maple etc. The Einstein theory is very easily shown to be wrong.

aletterfromdaiherbert.pdf

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2012: 03/29
CATEGORY: Uncategorized
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Message for Dai Herbert, Sixth Form, Cantonian High School Cardiff

Feed: Dr. Myron Evans
Posted on: Thursday, March 29, 2012 7:42 AM
Author: metric345
Subject: Message for Dai Herbert, Sixth Form, Cantonian High School Cardiff

Many thanks for your letter of 26th March about the simple refutation of Einsteinian general relativity. Dr Horst Eckart (horsteck), Ray Delaforce (raydela) and Robert Cheshire (rpmc_6) here could help you graph a precessing ellipse from:

r = alpha / (1 + epsilon cos (x theta))

Notes 214(1) and 214(2) give all the details of how to differentiate it (see many textbooks and google items). Dr. Horst Echardt could help you with computer algebra. The whole Cantonian school should know that Einsteinian general relativity can be easily refuted. As a Herbert you are related to me. Please tell other schools in Wales and further afield in Britain and Europe about it by chain e mail. Thanks to your teacher for helping.

Myron Evans

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2012: 03/29
CATEGORY: Uncategorized
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Easy to Understand Error in EGR (UFT202)

Feed: Dr. Myron Evans
Posted on: Sunday, March 25, 2012 2:12 AM
Author: metric345
Subject: Easy to Understand Error in EGR (UFT202)

This paper has been on the net for a couple of months or more and points out an easy to understand error in Einsteininan general relativity (EGR), showing that the theory is unable to producing the equation of a precessing ellipse (orbit of a planet). That should be the end of the theory. I advise school teachers and lecturers to point out the error in their classes, provided they clear it first with their administrations. It has come to my attention that two school teachers have been threatened with career destruction for straightforward criticism such as this. This is disgusting. These threats should be outlawed by new legislation and the people who make them aggressively counter criticised by decent society. Otherwise physics will be just another totalitarian failure, or at best bad politics. This error has already been studied extensively and accepted without a single objection. How can one “object” to differentiation? In UFT202 the equation of the precessing ellipse is differentiated and compared directly with Einstein’s rather obscure claims. (He doubted his own theory repeatedly as is well known to scholars.) The EGR fails completely. Instead of skunking around my website looking for correspondents to harass (stalker “Aaron Vee” and several childish aliases), it would be better to learn mathematics and go back to school: learn from the real children how to behave. This UFT202 error alone means that EGR is obsolete and should not be funded or given any public credibility whatsoever. Courses on EGR should not be funded or encouraged. To ignore this simple refutation is unethical and unprofessional. To ask for public money knowing the existence of this conclusive refutation is in my opinion criminal – a deliberate fraud: and so it goes on. The equation of the precessing ellipse (that of the observed orbit of a planet in the solar system) is

r = alpha / (1 + epsilon cos (x theta))

where (r, theta) are the polar coordinates in a plane, alpha the half right latitude, epsilon the ellipticity and x the precession constant. This is the OBSERVED equation of a planetary orbit. Differentiation of this function should be easy for fourth or fifth formers at any good school. If not, something is wrong with the education system. It gives:

dr / d theta = (epsilon x / alpha) r squared sin (x theta)

The pupils can do this with computer algebra but it is better if they learn the rules of differentiation and do it by hand. The rule is: differentiation of the numerator times denominator minus differentiation of denominator times the numerator divided by denominator squared. The EGR produces a very well known dr / d theta that can be compared with the above result as in UFT202. The pupils do not need to know where that result comes from, anyone can look it up with google. THE EGR THEORY DOES NOT PRODUCE THE EXPERIMENTAL DATA. This is one of many refutations of EGR and many counter examples given by honest scientists for nearly a hundred years! To go on funding such a theory is completely pointless and a complete waste of public money, our money as taxpayers. Anyone who cannot differentiate should be eliminated from science, and if he is a stalker, from society. Finally claims to have “verified” EGR experimentally cannot be right. To go on claiming verification knowing the existence of these multiple refutations is in my opinion grossly unethical.

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2012: 03/25
CATEGORY: Uncategorized
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The Commutator Method of Generating Torsion and Curvature

Feed: Dr. Myron Evans
Posted on: Thursday, March 22, 2012 2:53 AM
Author: metric345
Subject: The Commutator Method of Generating Torsion and Curvature

For interested scholars this method is described in the online notes by Sean Carroll, freely available to all. I give all the details left out by Carroll in the UFT series and my proofs are now routine study at the best universities and so forth. The UFT series on www.aias.us represents some of the most detailed scholarship available in differential geometry. Nothing is “left to the student”, who is usually terminally reluctant to accept the gift. I suspect that the instructor leaves things to the student because he can’t do the proofs himself. The mathematical definition of commutator includes the null commutator:

[A, A] = 0

The only possible argument for a symmetric connection has therefore evaporated, because that argument rests on the idea that a null commutator cannot exist or is somehow meaningless. The delightful Gerard Bruhn tried that one in one of his many unwanted missives. These seemingly small but very important points of mathematics were overlooked by the EGR crowd. All but a few top cats and their dustbins have accepted my proofs. To reject them invites some satire at school. Another false argument that was used in the past is that the commutator method produces only the antisymmetric part of fundamental quantities in Riemann Christoffel geometry: connection, torsion and curvature. That was another unfortunate scarecrow put up to be howled down in the ravens and blizzards of time. These quantities have no symmetric component by definition. Their properties are exactly the same as those of the commutator. The null commutator is zero because it is the only commutator that must be symmetric. This is all perfectly clear now to entire professions, showing very clearly that the dogmatists are either ignorant or deliberately obstructing new science. They are being told by their own colleagues worldwide that they are not as clever as the concrete in which they are embedded. This is another ineluctable consequence of objectivity – feedback software representing continuous refereeing by many tens of thousands of professionals all the time.

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2012: 03/22
CATEGORY: Uncategorized
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Definition of Commutator

Feed: Dr. Myron Evans
Posted on: Wednesday, March 21, 2012 11:38 AM
Author: metric345
Subject: Definition of Commutator

Using google keywords “commutator zero” the first site, wiki no less, shows that a commutator can be defined as [A, A] = AA – AA = 0. In general the commutator is [A, B] = AB – BA not zero in general. The Cartan identity also shows that the connection is antisymmetric. So in a few weeks I have already produced many new refutations of the Einsteinain general relativity to add to those given previously. There is no way that the EGR theory can stand against all these rigorous refutations, which go into the microscopic details. As St David (Dewi Sant) wrote: “Take care of the small things”, “Gofalwch am y pethau bychain”.