Quantum gravity physics based on facts, giving checkable predictions

Tuesday, November 22, 2005

Danny Ross Lunsford’s major paper, published in Int. J. Theor. Phys., v 43 (2004), No. 1, pp.161-177, was submitted to arXiv.org but was removed from arXiv.org by censorship apparently since it investigated a 6-dimensional spacetime which again is not exactly worshipping Witten’s 10/11 dimensional M-theory. It is however on the CERN document server at http://doc.cern.ch//archive/electronic/other/ext/ext-2003-090.pdf, and it shows the errors in the historical attempts by Kaluza, Pauli, Klein, Einstein, Mayer, Eddington and Weyl. It proceeds to the correct unification of general relativity and Maxwell’s equations, finding 4-d spacetime inadequate: ‘… We see now that we are in trouble in 4-d. The first three [dimensions] will lead to 4th order differential equations in the metric. Even if these may be differentially reduced to match up with gravitation as we know it, we cannot be satisfied with such a process, and in all likelihood there is a large excess of unphysical solutions at hand. … Only first in six dimensions can we form simple rational invariants that lead to a sensible variational principle. The volume factor now has weight 3, so the possible scalars are weight -3, and we have the possibilities [equations]. In contrast to the situation in 4-d, all of these will lead to second order equations for the g, and all are irreducible - no arbitrary factors will appear in the variation principle. We pick the first one. The others are unsuitable … It is remarkable that without ever introducing electrons, we have recovered the essential elements of electrodynamics, justifying Einstein’s famous statement …’ D.R. Lunsford shows that 6 dimensions in SO(3,3) should replace the Kaluza-Klein 5-dimensional spacetime, unifying GR and electromagnetism: ‘One striking feature of these equations ... is the absent gravitational constant - in fact the ratio of scalars in front of the energy tensor plays that role. This explains the odd role of G in general relativity and its scaling behavior. The ratio has conformal weight 1 and so G has a natural dimensionfulness that prevents it from being a proper coupling constant - so this theory explains why ordinary general relativity, even in the linear approximation and the quantum theory built on it, cannot be regularized.’

Major revision of http://nigelcook0.tripod.com/ just uploaded. Most changes are near the beginning, including two new illustrations and a more detailed discussion.

1 Comments:

At 9:14 AM, Blogger nige said...

Lubos Motl deleted the following comment to his blog:

http://motls.blogspot.com/2005/11/physics-fades-from-uk-classrooms.html

Nigel said...
Dear Lumos,

Consider Heisenberg's crackpotism that Wolfgang Pauli discredited with an anti-Heisenberg campaign. It is a piece of paper with an empty box on it and reads: ‘Comment on Heisenberg’s Radio advertisement. This is to show the world that I can paint like Titian. Only technical details are missing. W. Pauli.’

Dr Woit explains: ‘With such a dramatic lack of experimental support, string theorists often attempt to make an aesthetic argument, professing that the theory is strikingly ‘elegant’ or ‘beautiful.’ Because there is no well-defined theory to judge, it’s hard to know what to make of these assertions, and one is reminded of another quotation from Pauli. Annoyed by Werner Heisenberg’s claims that, though lacking in some specifics, he had a wonderful unified theory (he didn't), Pauli sent letters to some of his physicist friends each containing a blank rectangle and the text, ‘This is to show the world that I can paint like Titian. Only technical details are missing.’ Because no one knows what ‘M-theory’ is, its beauty is that of Pauli's painting. Even if a consistent M-theory can be found, it may very well turn out to be something of great complexity and ugliness.' - Dr Peter Woit, ‘Is string theory even wrong?’, American Scientist, March-April 2002, http://www.americanscientist.org/template/AssetDetail/assetid/18638/page/2#19239

Danny Ross Lunsford’s major paper, published in Int. J. Theor. Phys., v 43 (2004), No. 1, pp.161-177, was submitted to arXiv.org but was removed from arXiv.org by censorship apparently since it investigated a 6-dimensional spacetime which again is not exactly worshipping Witten’s 10/11 dimensional M-theory. It is however on the CERN document server at http://doc.cern.ch//archive/electronic/other/ext/ext-2003-090.pdf, and it shows the errors in the historical attempts by Kaluza, Pauli, Klein, Einstein, Mayer, Eddington and Weyl. It proceeds to the correct unification of general relativity and Maxwell’s equations, finding 4-d spacetime inadequate: ‘… We see now that we are in trouble in 4-d. The first three [dimensions] will lead to 4th order differential equations in the metric. Even if these may be differentially reduced to match up with gravitation as we know it, we cannot be satisfied with such a process, and in all likelihood there is a large excess of unphysical solutions at hand. … Only first in six dimensions can we form simple rational invariants that lead to a sensible variational principle. The volume factor now has weight 3, so the possible scalars are weight -3, and we have the possibilities [equations]. In contrast to the situation in 4-d, all of these will lead to second order equations for the g, and all are irreducible - no arbitrary factors will appear in the variation principle. We pick the first one. The others are unsuitable … It is remarkable that without ever introducing electrons, we have recovered the essential elements of electrodynamics, justifying Einstein’s famous statement …’ D.R. Lunsford shows that 6 dimensions in SO(3,3) should replace the Kaluza-Klein 5-dimensional spacetime, unifying GR and electromagnetism: ‘One striking feature of these equations ... is the absent gravitational constant - in fact the ratio of scalars in front of the energy tensor plays that role. This explains the odd role of G in general relativity and its scaling behavior. The ratio has conformal weight 1 and so G has a natural dimensionfulness that prevents it from being a proper coupling constant - so this theory explains why ordinary general relativity, even in the linear approximation and the quantum theory built on it, cannot be regularized.’

Lunsford also shows that this correct unification discredits the cosmological constant. This is a far more rigorous unification of Maxwell and GR than the Kaluza-Klein 5-d unification, and its suppression proves the paranoia of string theorists who control arXiv.org. I think they genuinely think that I'm crackpot and indeed everyone who thinks differently should be exterminated, at least from arXiv.org. You have to pity them.

At least if I'm a crackpot, I don't delete other people's papers. The damage done by some string theorists who censor arXiv.org is not crackpot so much as paranoia: Tony Smith is suppressed not for opposing string theory, but for resolving problems with it without using the mainstream mess M-theory!
5:37 AM
http://www.blogger.com/delete-comment.g?blogID=8666091&postID=113282864590157145Nigel said...
Tony Smith’s CERN document server, EXT-2004-031, uses the Lie algebra E6 to avoid 1-1 boson-fermion supersymmetry:

‘As usually formulated string theory works in 26 dimensions, but deals only with bosons … Superstring theory as usually formulated introduces fermions through a 1-1 supersymmetry between fermions and bosons, resulting in a reduction of spacetime dimensions from 26 to 10. The purpose of this paper is to construct … using the structure of E6 to build a string theory without 1-1 supersymmetry that nevertheless describes gravity and the Standard Model…’

I wonder why this sort of work is excluded by the string theorists who censor arXiv? Could it be that THEY are the paranoid ones?

Peter Woit says he doesn’t like the claims made for the Calabi-Yau manifold being beautiful, and that 11-d supergravity doesn’t predict anything testable. If there is useful science in M-theory, mainstream string theorists have had a decade to find it! More likely, it’s a dead end, like Kelvin’s vortex atom or Maxwell’s elastic aether. Just because Kelvin and Maxwell were top mathematicians as well as physicists, did not make their speculations correct.

String theorists should study Kelvin’s vortex atom and Maxwell’s aether to see the fate of paranoia-type defence of crackpotism. Science can’t cover up the ineptitude of famous people endlessly.
5:50 AM



However, Lubos did give a reason:

7:06 PM


Lumo said...
Nigel: please accept my apologies for my having erased your comment about Lunsford's ingenious work. You have typed some very long URLs that destroyed the layout of the page when viewed separately from the rest of the blog. Please, everyone, never include strings without spaces that are longer than 60 characters or so. If you know how to fix the bug of the template so that it treats long string in a more intelligent way, let me know.

...

Happy Turkey
Lubos

7:52 PM


Nigel said...
Dear Lumos,

"... please accept my apologies for my having erased your comment about Lunsford's ingenious work. You have typed some very long URLs..."

Thank you for saying something nice about Lunsford. The media always assumes radical ideas are treated with tolerance or awe in science, and the media is wrong.

If anyone wants to check the Lunsford paper, CLICK HERE, it is a PDF file on CERN doc server:

"EXT-2003-090" on CERN database: http://cdsweb.cern.ch . You need to print it out not view it on screen as it isn't in scalable PDF type, but it prints out nicely. Or see the published version: Int. J. Theor. Phys. 43 (2004) no. 1, pp.161-77.

Best wishes,
Nigel

6:50 AM

 

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