Many thanks again – these effects can be looked for experimentally. The next stage in UFT334 is to incorporate a magnetic field and investigate the effect of discarding the Dirac approximation on the various magnetic effects: Zeeman, anomalous Zeeman, ESR and NMR.

To: EMyrone@aol.com
Sent: 26/11/2015 14:02:25 GMT Standard Time
Subj: Re: FOR POSTING: UFT333 Sections 1 and 2

Section 3 of the paper.
Horst

Am 26.11.2015 um 12:12 schrieb EMyrone:

These are section 1 and 2 of UFT333 on the rigorous quantization of the class one hamiltonian. The four classes of hamiltonian are given in Eqs. (1) to (4).

paper333-3.pdf

Many thanks!

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I will write one or two essays on this topic, which in my opinion is very important because the rigorous quantization of the hamiltonian of special relativity leads to different spectra that depend on subjective choices as described in UFT329 to UFT333. It has also been discovered that the Dirac approximation leads to an unphysical result, the consequent classical hamiltonian vanishes. This is profoundly unsatisfactory, the foundations of relativistic quantum mechanics are subjective. The Dirac equation can be obtained form Cartan geometry, but having obtained it, these problems still exist. Only by questioning do we perceive the truth as Peter Abelard wrote (1079 – 1142), the eldest son of a noble Breton Family, born in le Pallet Britanny. He got into trouble by proposing this outrageous idea. Nothing has changed in a thousand years.

This is the final version with a missing is reinstated in Eq. (18), and correct signs in eqs. (22), (25) and (28). The final spectra depend on a subjective choice of classical kinetic energy, a function or H atom expectation value. This means that there is a crisis in physics because the Dirac equation is no longer foundational. It is also emphasized as in preceding papers that the Dirac approximation is unphysical, it leads to zero for the classical hamiltonian. Obviously the classical hamiltonian is not confined to zero, in general it can take any constant value. Some people may answer that the Dirac approximation works, and has done for nearly ninety years. It MAY work, the hyperfine spectra to prove or disprove this assertion are not available however. Even if it does work we do not know why.

a333rdpaper.pdf

a333rdpapernotes1.pdf

a333rdpapernotes2.pdf

a333rdpapernotes3.pdf

a333rdpapernotes4.pdf

a333rdpapernotes5.pdf

a333rdpapernotes6.pdf

a333rdpapernotes7.pdf

Many thanks! This is correct, there should be sign changes in Eqns. (25) and (28), so the usual result is multiplied by A. I will repost the final version.

To: EMyrone@aol.com
Sent: 26/11/2015 12:10:55 GMT Standard Time
Subj: UFT333 Sections 1 and 2

I wonder why the spin orbit energy (25) is negative here while it is positive in my eqs. (44,45) in paper 332. According to Wikipedia it is positive and this is probably correct because the 2 P 1/2 term must lie below 2 P 3/2 which also comes out in my diagrams in this way.
Horst

Am 26.11.2015 um 12:12 schrieb EMyrone:

These are section 1 and 2 of UFT333 on the rigorous quantization of the class one hamiltonian. The four classes of hamiltonian are given in Eqs. (1) to (4).

Agreed, they are listed in Eqs. (1) to (4) just sent for posting.

In a message dated 26/11/2015 10:27:11 GMT Standard Time, mail@horst-eckardt.de writes:

Could you list all classes of Hamiltonian in the paper? It would be difficult to read if too much info is only available in the notes.

Horst

Am 26.11.2015 um 08:19 schrieb EMyrone:

I will go ahead with this today, it is on the evaluation of the Class One hamiltonian of the Dirac equation without approximation, essentially refuting the philosophy of the Dirac equation, and much of contemporary quantum field theory, QED and QCD.

These are section 1 and 2 of UFT333 on the rigorous quantization of the class one hamiltonian. The four classes of hamiltonian are given in Eqs. (1) to (4).

a333rdpaper.pdf

a333rdpapernotes1.pdf

a333rdpapernotes2.pdf

a333rdpapernotes3.pdf

a333rdpapernotes4.pdf

a333rdpapernotes5.pdf

a333rdpapernotes6.pdf

a333rdpapernotes7.pdf

Many thanks again!

There were 4503 files downloaded from 1367 reading sessions during the day, complete site download unrecognized domain, main spiders google, MSN and yahoo. To ten items 1376, Collected ECE2 430, Collected scientometrics 425, Collected Evans / Morris 280(est), F3(Sp) 280, UFT88 200, Autobiography volumes one and two 171, Barddoniaeth / Collected poetry 165, proofs that no torsion means no gravitation 148, Eckardt / Lindstrom papers 116, Engineering Model 104, Principles of ECE 76, Evans Equations 72, Self charging inverter 54, UFT311 41, CEFE 33, UFT321 32, Llais 30, Lindstrom Idaho Lecture 26, UFT313 16, UFT314 13, UFT315 13, UFT316 16, UFT317 14, UFT318 42, UFT319 26, UFT320 19, UFT322 27, UFT 323 17, UFT324 44, UFT325 23, UFT326 24, UFT327 16, UFT328 22, UFT329 24, UFT330 40, UFT331 31, UFT332 14 to date in November 2015. University of Quebec Trois Rivieres UFT332; Bosch Company Germany UFT142; University of Southern Denmark UFT244; Machine Learning Carnegie Mellon University F4(Sp); Advanced Technical School of Telecommunications Engineering Polytechnic University of Madrid Spain UFT166(Sp); University of Seville UFT166(Sp); JCS Bank Kiev Ukraine general; University of Edinburgh UFT154, 155, 157, Educational Note 1. Intense interest all sectors, updated usage file attached for November 2015.

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