A Note on Conservation of Vector Antisymmetry in MZ Theory

This is a note on conservation of vector antisymmetry in MZ theory, before starting work on its application to chemical shift theory in ESR and NMR using the magnetic dipole potential and dipole field. The results in UFT393 for the electric dipole potential and field are already highly interesting and equivalent to a kind of shielding. The chemical shift is due to the various nuclear magnetic dipole moments in an atom or molecule. These produce magnetic fields which oppose the applied field, and result in a well known spectrum – ESR or NMR, which is 80% of chemistry. The shivering due to the vacuum affects this spectrum in a measurable way.

a394thpapernotes5.pdf

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Discussion of 394(2): Application of Antisymmetry

Agreed with the missing cos(theta). Eq. (39) is always true. The magnetic flux density is an axial vector which is equivalent to an antisymmetric tensor using eq. (40). So from Eq. (38):

<B> sub ij = (curl A sub 0 – <omega> x A sub 0) sub ij

is antisymmetric. In MZ theory, B, omega and A sub 0 are all known, so Eq. (38) is always true. I will give more details in the next note before proceeding to the MZ theory of the magnetic potential and field.

To: EMyrone@aol.com
Sent: 07/12/2017 14:37:12 GMT Standard Time
Subj: Re: 394(2): Application of Antisymmetry

It seems that a factor of cos(theta) has been lost in eq. (30). resolving for (delta r)^2 gives the two last equations of the protocol for omega_r and omega_theta.
Why is there a particular consideration of antisymmetry for <B> in eqs. (39-42)? I thought that the antisymmetry laws apply for (38) as usual.

Horst

Am 28.11.2017 um 15:00 schrieb EMyrone:

This note applies conservation of scalar and vector antisymmetry to the shivering electric and magnetic dipole fields. In the given approximations the mean eletric dipole spin connections are given by Eqs. (16) and (17) and the mean magnetic dipole spin connections by Eqs. (34) and (35). They are both directly proportional to the mean square fluctuations in the vacuum. So there is a close similarity with Lamb shift theory.

394(2).pdf

Eq. (42) of UFT298

This is where the trace antisymmetry constraint first appears, and uses the fact that the trace of an antisymmetric tensor or matrix is zero. The excellent Eckardt Lindstrom papers UFT292 – UFT299 are by now all heavily studied classics. This can be seen in the daily report I send out every morning. In the case of ECE2 field tensors each element of the trace is zero as is well known. The fundamental property of a square matrix is that it is made up of a sum of symmetric and antisymmetric square matrices. This is described by Stephenson, “Mathematical Methods for Science Students”, pp 292 ff. (fifth impression 1968). Every one of the antisymmetric matrices used by Stephenson has diagonal elements which are all zero. This was my undergraduate text book and it is signed by me with the address: “Brig y Don”, Sea View Place, Aberystwyth. I would like to ask Horst where the antisymmetric connection with non zero elements but zero trace first makes an appearance. I guess that it is the classic UFT354, but I cannot find it there. This is an interesting idea which I would like to study further. If the connection is defined by the commutator as starting point, instead of metric compatibility, the connection is antisymmetric with all diagonal elements zero, so is the curvature, so is the commutator of covariant derivatives.

Daily Report 08/12/17

The equivalent of 141,922 printed pages was downloaded (517.448 megabytes) from 3,552 downloaded memory files (hits) and 687 distinct visits each averaging 4.5 memory pages and 8 minutes, printed pages to hits ratio of 39.96, main spiders Baidu, Google, MSN and Yahoo. Collected ECE2 790, Top ten 385, Collected Evans / Morris 264, Collected scientometrics 166, MJE 87, Principles of ECE 72, F3(Sp) 71, UFT88 52, Evans Equations 34, PECE 19, Engineering Model 18, Llais 18, CV 17, SCI 12, UFT311 16, CEFE 13, UFT321 9, SCI 9, ADD 6, UFT313 10, UFT314 12, UFT315 10, UFT316 8, UFT317 9, UFT318 11, UFT319 13, UFT320 14, UFT322 10, UFT323 12, UFT324 20, UFT325 14, UFT326 7, UFT327 13, UFT328 11, UFT329 9, UFT330 11, UFT331 8, UFT332 15, UFT333 6, UFT334 5, UFT335 13, UFT336 15, UFT337 1, UFT338 7, UFT339 6, UFT340 4, UFT341 12, UFT342 8, UFT343 8, UFT344 6, UFT345 14, UFT346 10, UFT347 11, UFT348 11, UFT349 11, UFT351 13, UFT352 11, UFT353 12, UFT354 12, UFT355 12, UFT356 9, UFT357 7, UFT358 14, UFT359 9, UFT360 6, UFT361 8, UFT362 5, UFT363 7, UFT364 7, UFT365 6, UFT366 7, UFT367 16, UFT368 13, UFT369 11, UFT370 13, UFT371 4, UFT372 6, UFT373 5, UFT374 6, UFT375 3, UFT376 4, UFT377 6, UFT378 6, UFT379 5, UFT380 4, UFT381 6, UFT382 19, UFT383 14, UFT384 3, UFT385 6, UFT386 9, UFT387 7, UFT388 8, UFT389 10, UFT390 10, UFT391 8, UFT392 22, UFT393 23 to date in December 2017. Wolfram Inc. general; Deusu search engine general; University of Bonn UFT142; University of California Irvine UFT177; University of California Santa Barbara UFT175; University of Maryland UFT88; University of North Carolina Chapel Hill UFT16; University of Washington UFT177; University of Bristol general. Intense interest all sectors, updated usage file attached for December 2017.

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PS to Discussion

It is possible to choose two interpretations, Douglas Lindstrom’s original one with the sum of diagonal terms being zero, and the new interpretation with each term being zero. UFT354 is a powerful refutation of Einstein’s general relativity, one of almost a hundred refutations in the UFT series alone, many more by Steve Crothers and other leading scholars for over a century.

Discussion of 394(3)

Having studied UFT354, a paper which is already a classic, I see that the Cartan torsion T sup a sub mu nu is antisymmetric in mu and nu, and the Lindstrom constraint is meant to apply to that, because it is the difference of two mixed index connections. Thus all diagonal elements are zero

In a message dated 07/12/2017 16:13:34 GMT Standard Time, antisymmetry conditions only involve the non-diagonal elements of the Gamma connections. In earlier work we have found that the diagonal elements of the Gamma’s need not be zero and are not for general metrics. If the vector potential is given, we obtain 6 equations for the spin connections: eqs. 30-23 and 34-36. The latter equation set is independent from the former, we have 6 equations for 3 unknowns. If we take the Lindstrom constraint in the original form, we have 4 equations for omega_0, omega_X, omega_Y, omega_Z which makes much more sense to me.

Horst

Am 03.12.2017 um 14:56 schrieb EMyrone:

I decided to name the new vacuum interaction theory of all physics as macroscopic zitterbewegung (MZ) theory. I think that it was Schroedinger who first used the term “zitterbewegung” or “trembling” in 1930, when he derived it from the Dirac equation. It was famously used by Bethe in about 1947 to explain the Lamb shift in H. In this note a new and stronger trace antisymmetry law is inferred, Eq. (9), by realizing that each term in the original Lindstrom trace antisymmetry law (8) is zero, and not just the sum. This is simply because every diagonal term of an antisymmetry tensor is zero, and not just the sum. Eq. (9) leads to the very useful equations (18) to (23), allowing the spin connection four vector or vacuum map to be determined easily from the scalar and vector potentials of a material or circuit. This is true for all physics and the natural sciences. It is shown that MZ theory automatically conserves vector antisymmetry, and scalar antisymmetry defines the electric vector potential of electrostatics. A self consistent scheme is suggested whereby the new trace antisymmetry eqations are used to find the vector potential in magnetostatics. The use of the commutator is reviewed, and it is emphasized that UFT131, now a famous classic paper, refutes the standard model of physics entirely, because UFT131 refutes U(1) gauge theory completely. UFT225 refutes U(1) x SU(2) electroweak theory entirely. So Higgs boson theory collapses completely. The classic UFT175 refutes the Heisenberg indeterminacy completely. Einsteinian general relativity has been refuted in almost a hundred different ways in the UFT series, and in many other ways by the eminent Einstein scholar, Stephen Crothers. His chapters in PECE and PECE2 are strongly recommended reading. In consequence, physics and the natural sciences have split permanently and entirely into two schools of thought: ECE and the obsolete standard model. The ECE school of thought rejects the standard model almost entirely. The scientometrics show clearly that this is a permanent split. So the fellows and staff of AIAS / UPITEC are famous within the world of science. It is obvious that standard physics should no longer be funded exclusively or lavishly, funding should be allocated to ECE physics. Some parts of the old physics are still good, notably astronomy and the better experimental parts, but the data should be reinterpreted. It is of vital importance to fund energy from spacetime (ES) and low energy nuclear reactors of all types. The entire mechanism of the old physics has been overturned: its publication, teaching and refereeing mthods and its methods of censorship, for example the notorious and illegal attempt by wikipedia to distort my career and work. This has been long forgotten by literally millions of readers. One cannot resist the march of ideas, in the words of Victor Hugo. Science is not the same as it was in 2003, when I started the UFT series. This is now comprised of almost four hundred papers and books, and over three hundred Spanish translations. The need for lavish university salaries has been demolished. Dogmatists should not be kept in luxury by struggling students.

Daily Report 07/12/17

The equivalent of 124,777 printed pages was downloaded (454.938 megabytes) from 2,338 downloaded memory files (hits) and 687 distinct visits each averaging 2.9 memory pages and 7 minutes, printed pages to hits ratio of 39.78, top referrals total 2,338,931, main spiders Baidu, Google, MSN and Yahoo. Collected ECE2 745, Top ten 340, Collected Evans / Morris 231, MJE 84, Principles of ECE 66, F3(Sp) 62, Collected Eckardt / Lindstrom 63, Barddoniaeth 50, UFT88 42, Autobiography volumes one and two 33, Evans Equations 26, Collected Proofs 23, Engineering Model 17, PECE 17, Llais 17, CV 15, UFT311 15, CEF 12, UFT321 9, SCI 9. PECE2 7, ADD 6, UFT313 8, UFT314 11, UFT315 9, UFT316 7, UFT317 7, UFT318 11, UFT319 11, UFT320 12, UFT322 2, UFT323 11, UFT324 18, UFT325 12, UFT326 4, UFT327 12, UFT328 10, UFT329 7, UFT330 10, UFT331 8, UFT332 16, UFT333 6, UFT334 4, UFT335 13, UFT336 14, UFT337 1, UFT338 6, UFT339 6, UFT340 4, UFT341 11, UFT342 8, UFT343 8, UFT344 6, UFT345 13, UFT346 9, UFT347 11, UFT348 10, UFT349 11, UFT351 11, UFT352 10, UFT353 10, UFT354 12, UFT355 12, UFT356 9, UFT357 7, UFT358 14, UFT359 7, UFT360 5, UFT361 6, UFT362 3, UFT363 7, UFT364 6, UFT365 6, UFT366 7, UFT367 16, UFT368 13, UFT369 10, UFT370 11, UFT371 4, UFT372 5, UFT373 4, UFT374 6, UFT375 4, UFT376 3, UFT377 5, UFT378 6, UFT379 4, UFT380 3, UFT381 6, UFT382 18, UFT383 14, UFT384 3, UFT385 6, UFT386 9, UFT387 7, UFT388 8, UFT389 10, UFT390 10, UFT391 7, UFT392 22, UFT393 22 to date in December 2017. Uniersity of Quebec Trois Rivieres UFT386 – UFT393; Deusu search engine general; Physics Institute University of Cologne UFT2; University of California Irvine UFT177; National Chiao Tung University Taiwan Advantages of ECE over the standard model. Intense interest all sectors, updated usage file attached for December 2017.

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