Registered: May 2009
Posts: 172

One of the prides of physics of course is quantum mechanics, and people are always trying to come up with quantum versions of NKS systems. I think that some of that will be quite interesting in studying the structure of things like quantum computing. Though I must say that I remain deeply skeptical about the foundations of all that. – Stephen Wolfram http://stephenwolfram.com/publications/recent/nks2006
Are dark energy and dark matter the empirical proof that the foundations of quantum mechanics need corrections? Can Fredkin forces together with the Fredkin-Wolfram information process described in NKS Chapter 9 explain any possible distribution of dark energy and dark matter? Is there an f(div) modification to general relativity theory? Is the Fredkin Finite Nature Hypothesis an essential key to understanding the empirical facts about black holes?
In the paper “How fast can a black hole release its information?”, Mathur has provided an important insight on quantum information in black holes. If a shell of matter collapses through an event horizon to form a black hole, then string theory provides a set of states over which the wavefunction of the shell can spread. Mathur has provided a simple estimate of the spreading time, showing that it is much shorter than the Hawking evaporation time. http://arxiv.org/pdf/0905.4483
Consider 4 hypotheses.
Hypothesis 1. In the big bang, the era of the quark-gluon plasma followed an era of superheavy magnetic monopoles.
Hypothesis 2. Each superheavy magnetic monopole has a mass approximately equal to the reduced Planck mass and a ‘magnetic charge’ that can be calculated using M-theory.
Hypothesis 3. In the big bang, the era of superheavy magnetic monopoles followed a non-time condition with informational antigravitons and guardian magnetic monopoles.
Hypothesis 4. In a black hole boundary, the likelihood of matter/antimatter annihilation of superheavy magnetic monopoles and their antimatter partners can be calculated via M-theory and Mathur fuzzball states. This type of annihilation is the basis for paradigm-breaking photons.

Last edited by David Brown on 08-03-2009 at 10:03 AM

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