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SUMMARY:Tim Palmer (Oxford)
DTSTART:20220203T160000Z
DTEND:20220203T180000Z
DTSTAMP:20260423T011112Z
UID:QMFNoT/27
DESCRIPTION:Title: <a href="https://researchseminars.org/talk/QMFNoT/27/">
 Discretisation of the Bloch Sphere\, Fractal Invariant Sets and Bell’s T
 heorem</a>\nby Tim Palmer (Oxford) as part of QM Foundations & Nature of T
 ime seminar\n\n\nAbstract\nMax Planck famously introduced the notion of di
 scretised packets of energy\, quanta\, thus kickstarting the development o
 f our most successful theory of physics\, replacing classical theories in 
 which energy varies continuously. Despite its success\, however\, the conc
 epts of reality and local causality are deeply problematic in quantum mech
 anics. Such problems may lie at the heart of why it has been so difficult 
 to synthesise quantum and gravitational physics. \nMotivated by these issu
 es\, we apply Planck’s discretisation insight again\, but this time to t
 he continuum of quantum mechanics’ state space - complex Hilbert Space. 
 A particular discretisation is discussed - one which draws on number theor
 etic properties of trigonometric functions. This leads to a model of quant
 um physics which is necessarily superdeterministic in character\, that is 
 to say violates the Statistical Independence assumption in Bell’s Theore
 m. Because of this\, the model does not need to invoke concepts of indefin
 ite reality or nonlocality to explain the violation of Bell’s inequality
 \n
LOCATION:https://researchseminars.org/talk/QMFNoT/27/
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