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Originally Posted by Felix Schrodinger I can't comment much on your TOE because I don't understand it, in particular the concept of the hyperplane. |
A hyperplane is the entire universal configuration of all matter and space in the universe at a given moment in time--a sort of three dimensional freeze frame that holds the locations and relationships of all things in that moment. NOTE: My concept of a hyperplane differs from this one. I'm providing this as background.
We could label a hyperplane T and say this is the configuration of the universe an the moment of the Big Bang. T+1 would represent the universal configuration of all things in the moment directly after the Big Bang. T+2 the one after that, and so on. All hyperplanes exist at once (from the big bang through the infinite expansion of the universe.
In spacetime, these hyperplane configurations are not simple mathematical abstractions. They are real. They represent the fabric of spacetime. The moment of the big bang still exists as the bottom-most layer of a stratified universe. The present is not a hyperplane, but it is the way conscious beings perceive the hyperplanes, how they comprehend them.
All future moments exist as hyperplanes above us in the universal strata. This is where Einstein's strict determinism reveals itself with a vengeance. What you eat for lunch tomorrow has already been decided by the universe. Tomorrow you will begin to perceive those hyperplanes that comprise lunchtime and you will think you want a tuna fish sandwich, but the universe prepared the tuna fish sandwich (and your desire to eat it) from the very start.
I find these stratified and static hyperplanes an overly complicated model. Such a model does not reflect the efficiency nor the simplicity which seem to be nature's hallmark. I also have a philosophical aversion to such a model. I believe that conscious beings are both free to act and responsible for their actions. Neither Einstein's nor Newton's models permit such freedom and accountability.
My theory in a nutshell is that instead of living in a stratified and static universe of infinite hyperplanes, we live on a single, dynamic, reconfiguring hyperplane. The reason the hyperplane reconfigures is because the light and fundamental matter (both 4d entities) interact on the surface of the hyperplane as it moves.
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I'm a great fan of Lee Smolin and wrote to him after reading 'The Trouble with Physics'. He has a big problem with string theory and its use of resources and a preoccupation with background dependency which he worries about continually. Time is not the problem - it's trying to explain the structure of reality without a background - once this is introduced things become a lot simpler. There's a very similar book (but much harder to read) by Peter Woit titled 'Not Even Wrong'.
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In my theory, light is the background and it is at relative rest. Light exists in a fourth spatial dimension. The hyperplane moves against this background in such a way that observers in the hyperplane perceive light in motion when in fact it is they and the hyperplane which are moving. I read Peter Woit's book and enjoyed it very much (what I didn't understand will have to wait for a second or third reading). Many of the concepts he presents illuminated aspects of my theory.
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Certainly time is not a spatial dimension so it comes down to your definition of a 'dimension'. If 'degree of freedom' is used instead then it's easier to see time in context and also to see where string theory's extra dimensions might make sense.
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Degree of freedom is, indeed, what I am after--but not a degree of freedom limited only to particles of light or matter. I'm looking for a degree of freedom that persists as things get bigger. All current theories move toward a kind of determinism as objects get larger.
As for string theories extra dimensions: They remind me of Ptolemy's crystal spheres. Two thousand years ago, when we didn't understand why the planets moved the way they did, we imposed symmetry on the heavens and assigned each heavenly body and the Dome of Fixed Stars to their own respective crystal sphere. We insisted the earth was at rest in the center of these nesting spheres of glass. This model led to a number of eccentric number values that had to be inserted to make planetary motion come out right. Back then they called these numbers epicycles, equants and deferents. Thanks to Copernicus and Kepler (and the realization that the universe is not as symmetrical as we thought) we were able to get past
Today we don't understand the "motion" of the quanta, so some of us are suggesting that there are seven calabi yau manifolds (read crystal spheres) upon which strings perform their quantum dance. Symmetry plays an important role in the choreography.
We got to this supposition because we assume that the universe is central (contains all things) and static (Expansion doesn't count, given the nature of spacetime). I am suggesting that resolution to the eccentrics in quantum mechanics will only be manifested to us if we reach beyond the Ptolemaic notion that the universe is central and static. The universe moves through 4-space (just as a planet moves through 3-space). I think this perspective will answer many questions about the nature of the quanta and their behavior.
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Doctor Johnson once said "I'm sorry this letter is so long but I didn't have time to write a short one."
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Apparently, neither do I!!!