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|    sci.physics.research    |    Current physics research. (Moderated)    |    17,516 messages    |
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|    Message 16,042 of 17,516    |
|    Jos Bergervoet to richalivingston@gmail.com    |
|    Re: A Hypothesis concerning Bell's Inequ    |
|    03 Mar 18 12:26:54    |
      From: bergervo@iae.nl              On 3/3/2018 9:47 AM, richalivingston@gmail.com wrote:       > On Wednesday, February 28, 2018 at 2:35:22 PM UTC-6, SEKI wrote:       >> On Tuesday, February 27, 2018 at 1:58:46 PM UTC+9, Tom Roberts wrote:       >>> On 2/26/18 9:05 AM, richalivingston@gmail.com wrote:       >>>> [treating the null interval between emission and detection literally]       >>>       >>> But one can have entanglement for massive particles, for which the       >>> interval between emission and detection is not zero.       >>>       >>> Note also that entanglement does not involve "the nonsense of one       >>> detector determining, instantaneously, the result at a detector outside       >>> its lightcone", it only yields a CORRELATION between detectors' results.       >>       >> Let's assume that the source is located at the origin of Cartesian       >> coordinate system.       >> In some experimental settings, each of emitted paired particles is       >> detected at the same time. In this case, a detection of a particle       >> can never affect the other detection.       >> So, in the Bell's context, entanglement is considered to be an illusion,       >> whether emitted paired particles are massless or not.       >>       >> Am I wrong?       >       > Just declaring that the entanglement is an illusion does not help       > understand the underlying physics.              OP (SEKI) is not 'just' saying that it is an illusion, but is saying       that entanglement is an illusion because 'detection' cannot affect       some other detection in a distant place.              This is logically wrong. The conclusion should be that detection is an       illusion! At least the notion of detection where there is a collapse       of the state into one of the components of the superposition. If that       does not happen then the entanglement can still be present, it is       nothing but a correlation between complex amplitudes that is caused       by common origin and propagates nicely with sub-luminal speed.              For the rest I completely agree with OP's criticism. QM is clearly       flawed if one insists on wave function collapse. It's just completely       unfair to put the blame on entanglement, while the crime is committed       somewhere else!              > There IS something connecting the two       > detections, the question is where and how is this accomplished.              The answer is fully known! The propagation of the quantum state can       be computed (at least on a lattice) using quantum field theory as       we know it. You then get exactly those 'connecting' correlations in       the wave functional, or the state vector, or whatever you compute.       There is no ingredient missing, you have the full answer! As long       as you *don't* mess it up by trying to add the impossible: wave       function collapse..              > The problem is that experiments show a correlation between these two       > detection events              No they do not show any such thing! After the detection events, the       two detectors are in a superposition of having detected one or the       other polarization, and those detector superpositions are entangled,       just like the particles were before them. Nothing new has been       communicated between the sites.              This whole process is completely described by the well-know unitary       equations of QM. The basic example is to let the two entangled qubits       in their two distant places act as the control of two CNOT gates!       Afterwards the two target qubits of the CNOT gates are having the       entanglement. They have 'measured' the original two qubits and have       obtained an exact copy of their (entangled) spin states.              [NB: This 'ideal measurement' does not violate the no cloning theorem,       which may at first look surprising. The no cloning theorem does not       rule out a perfect measurement, as long as you meet the requirement of       having a 'prepared' target qubit, a 'blank' in a fixed spin state.]              > ... Bell's       > Inequality and the experiments based on it show that the statistics of       > these experiments implies that the second detection somehow knows what       > happened at the first detection.              Not at all, if 'detection' does what a CNOT gate does. You problem       only exists if you imagine the additional wave function collapse.       Which is not needed to explain any experiment. So leave it out!              --       Jos              --- SoupGate-Win32 v1.05        * Origin: you cannot sedate... all the things you hate (1:229/2)    |
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