Cambridge is currently ranked fourth in the world by Times, QS and Shanghai and 13th by Webometrics, it was founded in 1209 and has 19,660 students and 31 Colleges. Geneva was founded in 1559 and has 14,489 students. It is ranked 53 in the world by Shanghai, 95 by QS, 137 by Times and 154 by Webometrics. Memorial University of Newfoundland was founded in 1925 and has 18,000 students. It is ranked 400 in the world by webometrics, 501 – 600 by Times, 651 – 700 by QS and unranked by Shanghai. UFT88 has been read many times at Cambridge and is a classic paper which corrects the 1902 second Bianchi identity for torsion and effectively refutes the Einsteinian general relativity. In teh past two or three years there have been about 250 known consultations of UFT88 from staff and students at the world’s best universities. It should be read with UFT99, the definitive proofs, UFT109 (the Evans torsion identity), UFT255, UFT313 (the Jacobi Cartan Evans identity) and UFT354, whch shows that neglect of torsion by Einstein leads to a meaningless theory, now replaced by ECE2.

The equivalent of 159,070 printed pages was downloaded (579.969 megabytes) from 2,993 downloaded memory files (hits) and 407 distinct visits each averaging 4.5 memory pages and 7 minutes, printed pages to hits ratio of 53.15, top referrals total 2,223,288, main spiders Google, MSN and Yahoo. Collected ECE2 1513, Top ten 1500, Collected Evans / Morris 891(est), F3(Sp) 602, Collected scientometrics 511, Principles of ECE 389, PECE 274, Barddoniaeth 227, Evans Equations 189, Collected Eckardt / Lindstrom 143, Auobiography volumes one and two 122, Collected Proofs 100, UFT88 83, Self charging inverter 76, Engineering Model 74, Mann Johnson ECE 72, PLENR 57, ECE2 52, CEFE 48, Llais 42, UFT311 37, Idaho 27, UFT321 20, UFT313 28, UFT314 15, UFT315 18, UFT316 15, UFT317 19, UFT318 11, UFT319 20, UFT320 14, UFT322 33, UFT323 19, UFT324 25, UFT325 30, UFT326 13, UFT327 20, UFT328 19, UFT329 19, UFT330 14, UFT331 18, UFT332 16, UFT333 15, UFT334 13, UFT335 27, UFT336 13, UFT337 14, UFT338 17, UFT339 19, UFT340 14, UFT341 28, UFT342 22, UFT343 27, UFT344 27, UFT345 24, UFT346 20, UFT347 41, UFT348 24, UFT349 20, UFT351 36, UFT352 48, UFT353 30, UFT354 55, UFT355 33, UFT356 37, UFT357 34, UFT358 35, UFT359 35, UFT360 29, UFT361 12, UFT362 25, UFT363 39, UFT364 33, UFT365 21, UFT366 52, UFT367 32, UFT368 31, UFT369 41, UFT370 45, UFT371 55, UFT372 29, UFT373 5 to date in March 2017. University of Geneva UFT88; Norwich University Vermont general; Stanford University My page; Institute of Corpuscular Physics University of Valencia Spain UFT213; United States Educational Testing Service general; Romanian National Institute for Research and Development in Physics and Nuclear Engineering (NIPNE) UFT175; Physics Polytechnic University of Bucharest UFT158; University of Cambridge UFT88. Intense interest all sectors, updated usage file attached for March 2017.

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Many thanks, this is a very interesting piece of work as usual. It is known from UFT372 that the ECE2 lagrangian gives a precessing orbit, so these analytical results are all effects of a precessing orbit. The latter can be produced by ECE2 relativity, an important advance. ECE2 relativity is special relativity in a space with finite torsion and curvature. As can be seen from the daily reports there is intense interest in the latest papers of the ECE2 series. The computer algebra can deal with any kind of complexity.

To: EMyrone@aol.com, burleigh.personal@gmail.com
Sent: 28/03/2017 11:06:22 GMT Daylight Time
Subj: Paper 373, section 3

I finished section 3, it describes three cases how the orbital
precession can be seen from the analytical formulas.

Horst

paper373-3.pdf

This note shows that the complete Lagrangian and Hamiltonian formulations are needed to describe fluid dynamics self consistently. When this is done UFT363 is slighly corrected to Eqs. (43) to (45), which can be solved simultaneously using Maxima to give the orbit and spin connection.

a374thpapernotes2.pdf

The equivalent of 125,334 printed pages was downloaded (456.969 megabytes) from 2,186 downloaded memory files (hits) and 411 distinct visits, each averaging 4.2 memory pages and 7 minutes, printed pages to hits ratio of 57.34, top referrals total of 2,223,119, main spiders Google, MSN and Yahoo. Top ten 1,480, Collected ECE2 1461, Collected Evans Morris 858 (est), F3(Sp) 596, Collected scientometrics 492, Principles of ECE 381, PECE 273, Barddoniaeth 224, Evans Equations 188, Autobiography volumes one and two 119, UFT88 80, Self charging inverter 76, Engineering Model 73, Mann Johnson ECE 72, PLENR 57, ECE2 52, CEFE 48, Llais 42, UFT311 34, Idaho 27, UFT321 20, UFT313 27, UFT314 15, UFT315 18, UFT316 15, UFT317 17, UFT318 10, UFT319 19, UFT320 14, UFT322 30, UFT323 18, UFT324 23, UFT325 28, UFT326 13, UFT327 20, UFT328 18, UFT329 17, UFT330 14, UFT331 18, UFT332 15, UFT333 15, UFT334 13, UFT335 26, UFT336 13, UFT337 14, UFT338 15, UFT339 12, UFT340 13, UFT341 27, UFT342 22, UFT343 26, UFT344 26, UFT345 24, UFT346 19, UFT347 40, UFT348 24, UFT349 19, UFT351 36, UFT352 47, UFT353 29, UFT354 55, UFT355 32, UFT356 36, UFT357 32, UFT358 34, UFT359 33, UFT360 29, UFT361 12, UFT362 23, UFT363 38, UFT364 30, UFT365 18, UFT366 52, UFT367 30, UFT368 28, UFT369 39, UFT370 43, UFT371 54, UFT372 29, UFT373 5 to date in March 2017. City of Winnipeg Devices; Mathematics Memorial University of Newfoundland UFT88. Intense interest all sectors, updated usage file attached for March 2017

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Many thanks again, and for the efficient translation of UFT373.

Sent: 26/03/2017 20:38:29 GMT Daylight Time
Subj: Chapter 5 of ECE2 and UFT373 in Spanish

Hello Dave,

Please find enclosed the Spanish version of Chapter 5 of the ECE2 book in pdf file, which I hope you can attach to the existing ECE2 Ch 1 to 4 pdf file in Spanish, since all five chapters are too heavy a file to mail by Yahoo.

I am also enclosing the recent UFT373 file in Spanish, for posting.

Thanks.

Regards,

Documento373.pdf

ECE2SegCmbioParadigCap5tradyflas.pdf

The equivalent of 57,695 printed pages was downloaded (210.356 megabytes) from 2,295 downloaded memory files (hits) and 369 distinct visits each averaging 4.1 memory pages and 7 minutes, printed pages to hits ratio of 25.14, top referrals total 2,222,965, main spiders Google, MSN and Yahoo. Top ten 1459, Collected ECE2 1396, Collected Evans Morris 825(est), F3(Sp) 584, Collected scientometrics 455(est), Principles of ECE 378, PECE 273, Barddoniaeth 223, Evans Equations 186, Collected Eckardt / Lindstrom 124, Autobiography volumes one and two 114, UFT88 78, Self charging inverter 76, Mann Johnson ECE 70, Engineering Model 69, PLENR 55, ECE2 52, CEFE 47, Llais 41, UFT311 32, Idaho 27, UFT321 20, UFT313 26, UFT314 14, UFT315 16, UFT316 14, UFT317 15, UFT318 10, UFT319 17, UFT320 13, UFT322 29, UFT323 18, UFT324 21, UFT325 28, UFT326 13, UFT327 20, UFT328 18, UFT329 17, UFT330 14, UFT331 16, UFT332 14, UFT333 12, UFT334 11, UFT335 24, UFT336 13, UFT337 13, UFT338 14, UFT339 12, UFT340 12, UFT341 27, UFT342 21, UFT343 24, UFT344 24, UFT345 21, UFT346 18, UFT347 39, UFT348 21, UFT349 19, UFT351 34, UFT352 46, UFT353 27, UFT354 53, UFT355 32, UFT356 36, UFT357 32, UFT358 34, UFT359 32, UFT360 29, UFT361 10, UFT362 22, UFT363 34, UFT364 29, UFT365 17, UFT366 52, UFT367 30, UFT368 27, UFT369 39, UFT370 43, UFT371 53, UFT372 27 to date in March 2017. Deusu search engine comments; Czestochowa University of Technology Poland LCR Resonant; National University of Singapore general. Intense interest all sectors, updated usage file attached for March 2017.

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This note begins this new subject area by developing UFT363 to evaluate the precessing orbit in an incompressible fluid spacetime. The numerical problem is the simultaneous solution of Eqs. (3), (4), (11) and (12) to give the differential orbital function (6). Finally this is integrated numerically to give the orbit. It is already known that this is a precessing orbit from numerical work by co author Horst Eckardt. The development in this note allows the spin connection to be determined uniquely. Other types of fluid spacetime can be used, for example a compressible spacetime. So the theory of precessing orbits can be merged with the well known equations of fluid dynamics.

a374thpapernotes1.pdf

Pleasure! There is intense interest from China in combined sites, distributed all over the country. I will look up the top ten Chinese universities. There has been a huge amount of spidering from Cnsat, China. All the Taiwanese universities of any note have studied combined sites for thirteen years.

In a message dated 25/03/2017 15:54:25 GMT Daylight Time, dwlindstrom@gmail.com writes:

Thank Myron.. Congratulations to you Russell. Will be in China in about 15 hours. I will stay in touch as long as there is email.
Doug

On Sat, Mar 25, 2017 at 7:18 AM <EMyrone> wrote:

No problem, he is a Fellow now.

In a message dated 25/03/2017 13:47:16 GMT Standard Time, dwlindstrom writes:

My apologies for dropping the attachment. I am traveling. Thanks to Russell for being watchful. I thought Russ was a fellow already. Perhaps he should be if he wants.
Doug

On Sat, Mar 25, 2017 at 5:18 AM Russell Davis <russdavis1234> wrote:

Hi Dr. Evans,

Dr. Douglas Lindstrom is affiliated with a small company involved in new alternative energy development (LENR). I will be joining that effort, so Doug sent over a press release style notification to you as a file attachment to his original email below (perhaps you did not receive the attachment, so I attached it again to this email)

I only meant to clarify Doug’s wording in his original email, and did not anticipate an invitation to become an AIAS Fellow, which I consider an honor. I am happy to accept if you feel I can contribute in a manner that is commensurate with that designation.

Cheers,
Russ

Thanks again!

In a message dated 25/03/2017 17:40:36 GMT Daylight Time, burleigh.personal@gmail.com writes:

Posted today

Dave

On 3/25/2017 6:28 AM, EMyrone wrote:

This paper is on the analytical calculation of precessing orbit from ECE2 relativity and on the comparison precessing orbits from the ECE2 lagrangian (UFT372) and fluid dynamics (UFT363). These are major advances which make the standard gravitational physics entirely obsolete.