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] ‘Deterministic systems’- minimum length – QMLS

  1. Apr 25, 2007 #1


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    ‘Deterministic systems’- minimum length – QMLS

    An understanding of minimum length is not limited to what I have been doing, Quantum mechanic uses ‘Deterministic systems’ which is equal to QMLS.

    The mathematical basis for deterministic quantum mechanics
    Gerard ’t Hooft
    26 June 2006
    This was brought up in
    't Hooft 5 (daveb, davey, hawk, hossi, scott)
    Do the above people have any comment on minimum length?
    Follow up work is in progress in the following papers.
    Those who voted for Gerard 't Hooft can take pleasure in the fact that his paper has probably caused a flurry of papers on trying to find the minimum length.
    Is there a relativistic nonlinear generalization of quantum mechanics?
    Hans-Thomas Elze
    19 April 2007
    http://www.jinr.dubna.su/publish/Proceedings/Burdik-2005/pdf/elze.pdf [Broken]
    A quantum field theory as emergent description of constrained supersymmetric classical dynamics
    Hans-Thomas Elze
    Also, presented at Brazilian Journal of Physics, vol. 35. no. 2A, June, 2005
    Determinism and a Supersymmetric Classical Model of Quantum Fields
    Hans-Thomas Elze
    16 May 2006/ Received April 19, 2007
    Reading the following paper was enlightening
    1. How little I know
    2. How much I still have to learn
    3. My approach to minimum length and structure is still valid
    http://arxiv.org/PS_cache/gr-qc/pdf/0609/0609011v1.pdf [/URL]
    The Cosmological Constant Problem, an Inspiration for New Physics
    Stefan Nobbenhuis
    04 Sept 2006
    [quote]…p. 131 On a more positive note, the idea that gravity shuts off completely below 10−3 eV is a very interesting idea. The cosmological constant problem could be solved if one were to find a mechanism showing that flat spacetime is a preferred frame at distances l < 0.1 mm. The model of Sundrum is an approach in this direction, and one of very few models in which gravity becomes weaker at shorter distances. Moreover, another obvious advantage is that it can at least be falsified by submillimeter experiments of the gravitational 1/r2 law.[/quote]
    It appears that there are many ways of getting finding the minimum length: ‘Deterministic systems’, ‘Limiting Curvature Construction’, ‘Quantum Geometry’, and ‘QMLS’.
    Who will be the “math kid” that can combine all of the approaches? ( If I was a betting man, I would put my money on Gerard 't Hooft and group because they are already analyzing “structures”.)
    The final model should be able to produce the required dynamics that would give us a better understanding of the universe.

    Last edited by a moderator: May 2, 2017
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