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http://news.scotsman.com/scitech.cfm?id=16902006 [Broken]

what?

what?

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http://news.scotsman.com/scitech.cfm?id=16902006 [Broken]

what?

what?

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selfAdjoint

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Ivan Seeking

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http://www.heim-theory.com/

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Ivan Seeking

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MAGNET EXPERIMENT TO MEASURING

SPACE PROPULSION HEIM-LORENTZ FORCE

http://www.hpcc-space.de/publications/documents/AIAA2005-4321-a4.pdf

The Physics of Burkhard Heim and its Applications to Space Propulsion by Illobrand von Ludwiger, M.Sc.,

prepared for the presentation at the First European Workshop on Field Propulsion,

January 20-22, 2001 at the University of Sussex, Brighton, GB

http://www.mufon-ces.org/docs/heimphysics.abstract.pdf

note that Mufon is the Mutual UFO Network

Elementary Structures of Matter

by Dipl. Phys. Burkhard Heim

http://www.twesten.net/Gespraechskreis/heim/auerbach.pdf

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Ivan Seeking

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This looks like what we want...

Heim Quantum Theory for Space Propulsion Physics

http://www.uibk.ac.at/c/cb/cb26/heim/theorie_raumfahrt/hqtforspacepropphysicsaip2005.pdf [Broken]

Heim Quantum Theory for Space Propulsion Physics

http://www.uibk.ac.at/c/cb/cb26/heim/theorie_raumfahrt/hqtforspacepropphysicsaip2005.pdf [Broken]

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Ivan Seeking

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Well, my first impression is, wow!!!! I hope they're right...

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dlgoff

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Me too. I'd like to hear from the experts here.Ivan Seeking said:Well, my first impression is, wow!!!! I hope they're right...

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Why does the Air force have intrest this?Shouldn't NASA or some other govement deptrament be reashing this?The US air force has expressed an interest in the idea and scientists working for the American Department of Energy

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Maybe..but it made it here:https://www.physicsforums.com/showthread.php?t=83624selfAdjoint said:

quite some time ago !

see posting #9 ?

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Ivan Seeking

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Only if they find Aliens.If it is going to be classified I will join the Air ForceIvan Seeking said:

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That's true scott... there really would be no other reason to classify this material. You don't see new models of refrigerators being classified :P.scott1 said:Only if they find Aliens.If it is going to be classified I will join the Air Force

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I was the one who started the English wikipedia pages on BURKHARD Heim - http://en.wikipedia.org/wiki/Burkhard_Heim and http://en.wikipedia.org/wiki/Heim_Theory .

The latest rush was started since New Scientist ran a feature on him on Jan 7th 2006 - http://www.newscientist.com/channel/fundamentals/mg18925331.200.html - I know the journalist and checked his English and some of the science. Yes, I was initially sceptical, but the more I read about Heim the more I realised that he was serious in his extension of Einstein to higher dimensions. I even have a copy of the fortran program (courtesy of Heim Theory group not for dissemination) that churns out the masses of elementary particles - only input is G, c, h and a set of a few quantum numbers from part I of Heim's mass theorem. This stuff is dynamite and will probably blow string theory shy high!

The latest rush was started since New Scientist ran a feature on him on Jan 7th 2006 - http://www.newscientist.com/channel/fundamentals/mg18925331.200.html - I know the journalist and checked his English and some of the science. Yes, I was initially sceptical, but the more I read about Heim the more I realised that he was serious in his extension of Einstein to higher dimensions. I even have a copy of the fortran program (courtesy of Heim Theory group not for dissemination) that churns out the masses of elementary particles - only input is G, c, h and a set of a few quantum numbers from part I of Heim's mass theorem. This stuff is dynamite and will probably blow string theory shy high!

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You can see from the papers quoted by IvanSeeking that there is plenty of Math in Heim theory - too much, in fact, for normal mortals. That's the whole point. It takes a professor in Theoretical Physics on average a year of intensive study to tackle the math to the extent that he can appreciate the mass formula and maybe some of the Heim-Droscher stuff. I have Heim's books but haven't had the time to study them intently - dipping into them here and there, though, they are consistent - he plays around with the Ricci tensor and does a double transform involving curvilinear coordinates...selfAdjoint said:

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selfAdjoint

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I find this a little suspicious:

First of all, it seems that he is assuming that the probability of guessing one mass with an error of one in 10,000 is 1/10,000. That isn't true. If I told you to guess random number, and then I compared it to some arbitrary number, the probability that you are within 10% of the given number is not 10%-it's more like 0. This is because, if we confine ourselves to integers, then there are only finitely many numbers within 10% of the given number, while infinitely many are outside of that range. Now, in the case of the theory we are not talking about integers, but real numbers. However, in practice, the experimental values are only given to so many decimal places, so we might as well truncate the theoretical values at the same number of decimal places. Then the same analysis applies since there will only be finitely many numbers within a given error bar of the experimental values having the given number of decimal places.

He speaks of the "mass spectrum" which indicates that there are many allowed masses. He also says that the theory predicts undiscovered particles. I think the question is what is the density of the allowed masses. This would allow one to find the probability of all of the elementry particle masses falling so close to the theoretical ones.

Another part I found strange:

(he's talking about the theory predicting 16 masses with an error of 1 in 10,000)The probability of this being due to chance is on the order of 1 in 10^{64}[(10,000)^{16}= (10^{4})^{16}]

First of all, it seems that he is assuming that the probability of guessing one mass with an error of one in 10,000 is 1/10,000. That isn't true. If I told you to guess random number, and then I compared it to some arbitrary number, the probability that you are within 10% of the given number is not 10%-it's more like 0. This is because, if we confine ourselves to integers, then there are only finitely many numbers within 10% of the given number, while infinitely many are outside of that range. Now, in the case of the theory we are not talking about integers, but real numbers. However, in practice, the experimental values are only given to so many decimal places, so we might as well truncate the theoretical values at the same number of decimal places. Then the same analysis applies since there will only be finitely many numbers within a given error bar of the experimental values having the given number of decimal places.

He speaks of the "mass spectrum" which indicates that there are many allowed masses. He also says that the theory predicts undiscovered particles. I think the question is what is the density of the allowed masses. This would allow one to find the probability of all of the elementry particle masses falling so close to the theoretical ones.

Another part I found strange:

As far as I know an operaor is linear if and only if it can be represented as a matrix. Perhaps the elements of the matrix are themselves functions, or there is something else going on here, but, as described, that doesn't make much sense.The 8 dimensions of Heim theory is the result of two mathematical objects

1. a non-linear operator whose matrix representation C consists of 4 submatrices

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my attitude is that the accuracy obtained cannot be by tweaking approximations, since the only input real numbers are G, h and c. All the other combinations of Pi and integers are coefficents of the various equations. So either the formula is for real or it's a complete fudge - i.e. the 16 particle masses were back-engineered to pop out of all the Pi's and integer combinations. That would mean massive fraud - but the fact that Von Braun, Heisenburg, Jourdan and others of the Math crowd at Goettingen knew Heim and were convinced he was a genius seems to rule out a Korea-stem-cell type scam.selfAdjoint said:

Oh and mea culpa - 'twas I who introduced that probability argument into the Wikipedia page on Heim - what I meant was that given estimates already near the correct masses, what's the chance of 'zero-ing in' on the experimental value? E.g. for the electron, if your estimate is initially of the order of 1 MeV/c**2, then the probability of getting the additonal decimal places to get 0.5110 MeV/c**2 is about 1 in 10,000. Crude argument, it's true, but it was introduced to counter another Wikipedia-ist's contention that the masses were 'random' - as pointed out above, of course, the prob. of a completely random guess getting so near is much smaller.

If you follow the condensed derivation of the mass formula in http://www.heim-theory.com/downloads_pw/D_Zur_Herleitung_Der_Heimschen_Massenformel.pdf [Broken] in www.heim-theory.com then you get an idea of the maths involved. Apparently Droescher and co. want to derive the equation rigourously, but ran into a problem - if more physicists were to join in that research a proper derivation might be achieved and the validity of the mass formula could be settled once and for all.

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EnumaElish

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Funny that when my boss said I wonder who'll try it out first, Jodie Foster popped into my head

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EnumaElish

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And, guys, she really doesn't need a chair, or a seatbelt!!!Schrodinger's Dog said:Funny that when my boss said I wonder who'll try it out first, Jodie Foster popped into my head

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selfAdjoint

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Schrodinger's Dog said:

Check out what Hdeasy said in post #15 on this thread:

Here's the guy who wrote the Wiki material on Heim, he's the go-to guy in Germany for the Heim theory. And he says he's not qualified to critique the theory technically. Nobody's going to be able to do it off the tops of their heads, but with all this publicity look for the first papers discussing the theory to come out in a few months. And after all the theory seems to have had a 25 year evolution, so it's not all just what Heim wrote in his two huge books. There's a bunch of later material to absorb. And not much of it seems to be online.You can see from the papers quoted by IvanSeeking that there is plenty of Math in Heim theory - too much, in fact, for normal mortals. That's the whole point. It takes a professor in Theoretical Physics on average a year of intensive study to tackle the math to the extent that he can appreciate the mass formula and maybe some of the Heim-Droscher stuff. I have Heim's books but haven't had the time to study them intently - dipping into them here and there, though, they are consistent - he plays around with the Ricci tensor and does a double transform involving curvilinear coordinates...

But we shouldn't believe him just because a lot of heavweights of old time quantum theory admired him. More than one good sound scientist has gone over the edge before this. Eddington, for one, wrote a huge book - solid math from beginning to end - to derive the fine structure constant from "fundamental theory". It was later judged to be all tosh.

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but this is really cool, hopefully it works so i get to see another solar system in my lifetime lol

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