Harry Veeder said On Wed, 04 Aug 2010 14:17 “Physicists develop model that pushes limits of quantum theory, relativity”
The paper, Non-Pauli Transitions From Spacetime Noncommutativity, is free on ARIX http://arxiv.org/PS_cache/arxiv/pdf/1003/1003.2250v3.pdf Abstract There are good reasons to suspect that spacetime at Planck scales is noncommutative. Typically this noncommutativity is controlled by fixed “vectors” or “tensors” with numerical entries. For the Moyal spacetime, it is the antisymmetric matrix _μ_. In approaches enforcing Poincar´e invariance, these deform or twist the method of (anti-)symmetrization of identical particle state vectors. We argue that the earth’s rotation and movements in the cosmos are “sudden” events to Pauli-forbidden processes. They induce (twisted) bosonic components in state vectors of identical spinorial particles in the presence of a twist. These components induce non-Pauli transitions. >From known limits on such transitions, we infer that the energy scale for noncommutativity is & 1024 TeV. This suggests a new energy scale beyond Planck scale. Harry, This seems similar to work by Naudts and Bourgoin also using the Poincare group and relativity to justify using Bosonic equations On electrons. Where they focus on a multielectron perspective while Naudts and Bourgoin on a single fractional orbit. The range is also similar from sub plank scale to event horizon which I predicted after communication with Bourgoin regarding if his equation was reversible (1/137 to 1 and 1 to 137). My Premise is that the nucleus extends down a variable well that gets longer as the orbital gets fractional and gets shorter as the orbital grows 2x-137x larger Than the Bohr radius keeping a constant 4d volume. http://byzipp.com/coffee3.gif Regards Fran
