389(6): Final Adjustments to Note 389(5)

September 26, 2017

In this note the complex conjugate spin connections (1) and (2) are given for plane waves and B(3) theory. These are maps of the aether or vacuum. They were computed by co author Horst Eckardt using the equations of conservation of antisymmetry for B(3) theory, nominated for a Nobel prize several times. For plane waves the Lindstrom constraint reduces to Eq. (14). The Lindstrom constraint is the trace antisymmetry law of physics. It is written self consistently with the vector antisymmetry laws of physics, Eqs. (11) to (13). The trace antisymmetry law and scalar antisymmetry law (15) must be solved simultaneously and self consistently. This is achieved by defining A*(total) as in Eqs. (20) to (23). This procedure means that the homogeneous field equations (16) and (17) are obeyed automatically on the ECE2 level in physics. For plane waves the electric field strength E is known so the scalar potential for plane waves can be found from Eq. (24), knowing the spin conenction vector. Then the scalar spin connection can be found from the Lindstrom constraint. This is another map of the vacuum for B(3) theory. Maps of the vacuum exist for any theory of physics on the ECE2 level. Finally the scalar antisymmetry law (26) must always be obeyed. This can always be achieved by using the gauge transformation (27), and by adjsuting the gauge function chi. Antisymmetry conservation is a major discovery in physics, as was B(3). So this note can be used in Section 3 of UFT388 The gauge procedure is new to this note, and can also be used in gravitation on the ECE2 level. This is far in advance of the standard model.


Discussion of 389(5)

September 26, 2017

This is very good progress, the vector antisymmetry equations have been solved to give the vector spin connection:

omega = (kappa / root2) (i bold – i j bold) exp i phi – i kappa k

I agree that this is the correct spin connection. I will rework the note with this spin connection and send the new calculations over to Horst. The final calculations can be used in Section 3 of UFT388, because UFT389 is on gravitation.

To: EMyrone@aol.com
Sent: 26/09/2017 01:34:17 GMT Daylight Time
Subj: Re: 389(5): The Spin Cyclic Theorem

When using the computer, there seem to be some problems with antisymmetry eqs. (32-34). The derivative

partial A_y* / partial z

is not zero. Therefore omega_z cannot be zero in (38). The eq. (42) with

i kappa = kappa

means that kappa=0, not omega_z=0.

By computer, using A* = A(2) = ,

it follows that the equation set (32-34) is of rank 2. The solution is

with an unspecified constant r2. This looks a bit strange. Some tests led to the result that

omega =

solves the antisymm. eqs. (32-34). However with omega_z=0 it does definitely not.
The subsequent calculation gives for E and B (total fields):

There are some differences in signs with eq. (53). The B_Z component (which should be equal to B(3)) is imaginary.
Maxwell’s equations give div E=0 and div B=0 but non-vanishing current densities.
The Lindstrom constraint for phi = 0 gives

(should be zero). For phi* given by (62) the equation

It seems that some adjustments have still to be done for this note, or I misunderstood some parts.


Am 24.09.2017 um 14:07 schrieb EMyrone:

This theorem defines the B(3) field as in Eq. (24) through the conjugate product of spin connection plane wave vectors. Symmetry shows that omega(3) = A(3) = 0. The vector antisymmetry equations (32) to (34) are obeyed, and the other two antisymmetry equations (46) and (47) are obeyed by using the procedure on pp. 8 and ff. of the Note. This is the best procedure to adapt in every application because it makes sure that the two antisymmetry equations (46) and (47) are obeyed simultaneously and self consistently. So B(3) theory rigorously conserves antisymmetry, as must all theories of physics. There is also a gravitational and fluid dynamical B(3) field. The ECE School of Thought has become independent of the standard model and is forging ahead with rapid advances.


Discussion of Note 389(4)

September 26, 2017

Many thanks as ever for checking this note. These spin connections, Eqs. (13) to (16), are maps of the aether for a precessing planar orbit and it would be very interesting to graph the scalar and vector parts of the spin connection four vector for forward and retrograde precession. Then Q can be found and graphed from Eqs. (3) to (5), and omega sub 0 from the Lindstrom constraint (6), using the Newtonian gravitational scalar potential phi cap. Finally we use Eqs. (7) and (8). A lot of very interesting results will emerge.

To: EMyrone@aol.com
Sent: 25/09/2017 17:18:27 GMT Daylight Time
Subj: Re: 389(4) Spin Connections for Precessing Planar Orbits

There is a factor missing in the denominators of eqs.(13,14). The right solution (13) is:

And correspondingly for (14).


Am 22.09.2017 um 13:19 schrieb EMyrone:

This not gives the spin connections for a forward and retrograde precession using the gravitational potential (3). The results are equations (13) to (16) and can be graphed. They are maps of spacetime, the vacuum or gravitational aether. In order to compute the vector potential Q it is necessary to compute Eqs. (17) to 919), the antisymmetry equations. Having found the vector potential, the scalar spin connection is found from the Lindstrom constraint,and finally the total vector potential found as in the previous note. If it is assumed that the spin connection is two dimensional for a planar orbit, the omega sub Z = 0. Computer algebra can be used to solve Eqs. (17) to (19), which are three simultaneous differential equations. I will look for a simple solution by hand. The differential equations are of the type dy / dx = f(x, y)y and so on. I am sure that there are code packages that can integrate such equations (e.g. Maxima, Mathematical,Maple, NAG, IBM ESSL, and so on) . A great deal of new information about precessing planar orbits will emerge from this complete theory, which in general is a new type of cosmology.

Daily Report Sunday 24/9/17

September 26, 2017

The equivalent of 167,951 printed pages was downloaded (612.349 megabytes) from 3,483 downloaded memory files (hits) and 611 distinct visits each averaging 4.3 memory pages and 8 minutes, printed pages to hits ratio of 48.22, top referrals total 2,301,202, main spiders Baidu, Google, MSN and Yahoo. Collected ECE2 2256, Top ten 1440, Collected Evans / Morris 792, F3(Sp) 605, Collected Scientometrics 476, Principles of ECE 253, Barddoniaeth (Collected Poetry) 213, Collected Eckardt / Lindstrom 147, Autobiography volumes one and two 138, UFT88 116, PECE 109, Collected Proofs 104, Evans Equations 80, MJE 74, Engineering Model 72, SCI 68, UFT311 62, CEFE 59, Llais 36, UFT321 34, PECE2 33, 83Ref 25, ADD 21, UFT313 30, UFT314 26, UFT315 32, UFT316 23, UFT317 37, UFT318 23, UFT319 50, UFT320 32, UFT322 26, UFT323 26, UFT324 54, UTF325 36, UFT326 18, UFT327 25, UFT328 28, UFT329 23, UFT330 12, UFT331 29, UFT332 35, UFT333 14, UFT334 27, UFT335 50, UTF336 22, UFT337 23, UFT338 19, UFT339 26, UFT340 26, UFT341 40, UFT342 37, UFT343 40, UFT344 29, UFT345 34, UFT346 16, UFT347 56, UFT348 38, UFT349 35, UFT351 39, UFT352 36, UFT353 39, UFT354 55, UFT355 37, UFT356 36, UFT357 33, UFT358 46, UFT359 26, UFT360 19, UFT361 15, UFT362 21, UFT363 30, UFT364 29, UFT365 9, UFT366 33, UFT367 21, UFT368 26, UFT369 34, UFT370 25, UFT371 24, UFT372 24, UTF373 26, UFT374 35, UFT375 12, UFT376 17, UFT377 22, UFT378 25, UFT379 15, UFT380 16, UFT381 27, UTF382 62, UFT383 46, UFT384 26, UFT385 58, UFT386 41, UFT387 38, UFT388 18 to date in September 2017. Johns Hopkins Medicine UFT177; State University of New York Stony Brook general; University of Pisa UFT341. Intense interest all sectors, updated usage file attached for September 2017.


Usage Statistics for aias.us aias.us – September 2017 – URL

September 26, 2017

Usage Statistics for aias.us aias.us – September 2017 – URL

Performance of Vice Chancellors at Aberystwyth

September 25, 2017

It is well known that there has been a severe decline in the quality of Vice Chancellors since Sir Thomas Parry and Sir Goronwy Daniel. The latest one, April McMahon, received a great deal of money from the tax payer, but several petitions were signed for her resignation. This is no good at all for Wales, every Vice Chancellor should be of the quality of the great scholar Sir Thomas Parry, (“Gwaith Dafydd ap Gwilym”). Every one must be a native of Wales and fluent in Welsh and be completely and deeply committed to Wales, and not to their bank account. I tried to find out how she was appointed, but the College refused to give any information to the freedom of information Commissioner. Gareth Evans and I would make far better Vice Chancellors, even if we sat on our butts on the pier, grinning and doing nothing, because we do all our work free. McMahon’s h index is 22, just enough for a full professor. Mine is 42 plus a vast and famous impact via scientometrics. AIAS / UPITEC has an impact of 53,132 page views per month per author compared with 233 for Aberystwyth. It is obvious that the system locks out the best scholars from Wales, and does not even attempt to find them. It is in need of sweeping and complete reform. It has no correlation at all between native Welsh speaking merit and reward. McMahon received a pay rise of £13,000 in her first year, and a pay off of £102,489 amid many calls and petitions for resignation. Staff morale is at rock bottom, having fallen off the pier. Universities in Wales should be much smaller, rigorously and completely bilingual, and put the language before everything. There are huge student fees imposed on the working classes of Wales to pay the huge salaries of mediocrities who never learn a word of Welsh. The h index of my Ph .D. supervisor, the late Prof. Emeritus Mansel Davies, is currently 31. He began publishing in 1938. My Civil List Pension is £2,400 a year and I am a triple world record holder. A Vice Chancellor’s salary is £200,000 a year and achievements on behalf of Wales are sometimes difficult to find with an electron microscope. The Anglo Norman colonizers of Wales are like an old sow who eats her offspring. Jonathan Swift would have satired this scene to atoms.



September 25, 2017

Information for “Marquis Who’s Who”. I have updated my CV (attached) to include three Wolf Prize nominations this year for the 2018 Wolf Prizes in chemistry, physics and mathematics, nominations for honorary Fellowships and Doctorates, and a mention of about nineteen directorships and one group chairmanship held in the past. I would like to check whether I am included in Marquis Who’s Who in the World, 2018. “Principles of ECE, Volume Two” has been published (August 2017).


Continuing with UFT389

September 25, 2017

I plan to go through the experimental evidence for non Newtonian effects and map the vacuum for each effect with the application of the new antisymmetry techniques. The first was orbital precession, (Note 389(4)) the next is planned to be velocity curve of a whirlpool galaxy. This is the clearest and most well defined evidence for the fact that the Einstein theory fails completely. Several UFT papers have shown how ECE2 describes the velocity curve, and also chapter eight of “Principles of ECE” volume one, Eqs. (8.112) and (8.113) (UFT366). Purchase of “Principles of ECE” volumes one and two is strongly recommended. They are both excellently collated and produced, with colour illustrations.

Intense Interest in the UFT Papers and Books

September 25, 2017

In August 2017 the readings set a new record high, shattering the previous record set in July 2017. This month the total is headed for the second place in record highs, and in July 2017 the third place in record highs was recorded. This measn that the ECE School of Thought has become independent of the Standard Model of Physics.

Daily Report Saturday 23/9/17

September 25, 2017

The equivalent of 148,362 printed pages was downloaded (540.927 megabytes) from 2,927 downloaded memory files (hits) and 487 distinct visits each averaging 4.8 memory pages and 10 minutes, printed pages to hits ratio of 50.69, top referrals total of 2,300,729, main spiders Baidu, Google, MSN and Yahoo. Collected ECE2 2172, Top ten 1369, Collected Evans / Morris 759(est), F3(Sp) 566, Collected scientometrics 445, Principles of ECE 248, Barddoniaeth (Collected Poetry) 209, Collected Eckardt / Lindstrom 144, Autobiography volumes One and Two 129, UFT88 113, PECE 107, Collected Proofs 96, Evans Equations 72, Engineering Model 70, MJE 70, SCI 65, UFT311 60, CEFE 55, PLENR 54, CV 44, Llais 34, PECE2 33, 83Ref 21, Add 21, UFT313 30, UFT314 26, UFT315 32, UFT316 22, UFT317 37, UFT318 23, UFT319 50, UFT320 32, UFT322 26, UFT323 26, UFT324 54, UFT325 35, UFT326 18, UFT327 25, UFT328 28, UFT329 23, UFT330 12, UFT331 29, UFT332 34, UFT333 14, UFT334 27, UFT335 50, UFT336 22, UFT337 22, UFT338 19, UFT339 26, UFT340 25, UFT341 39, UFT342 36, UFT343 40 UFT344 29, UFT345 33, UFT346 16, UFT347 56, UFT348 36, UFT349 34, UFT351 38, UFT352 35, UFT353 39, UFT354 53, UFT355 32, UFT356 36, UFT357 35, UFT358 46, UFT359 24, UFT360 19, UFT361 15, UFT362 21, UFT363 30, UFT364 28, UFT365 9, UFT366 33, UFT367 21, UTF368 26, UFT369 34, UFT370 25, UFT371 24, UFT372 24, UFT373 25, UFT374 35, UFT375 12, UFT376 15, UFT377 22, UFT378 25, UTF379 17, UFT380 15, UFT381 27, UTF382 48, UFT383 45, UFT384 23, UFT385 34, UFT386 40, UFT387 37, UFT388 16 to date in September 2017. Wolfram Inc. cross link; Czech Technical University in Prague UFT116; Regional Research Center University of Erlangen 2D paper. Intense interest all sectors, updated usage file attached for September 2017