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Bell's Theorem, non-locality |
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| Jul20-12, 06:43 AM | #1 |
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Bell's Theorem, non-locality
Hi.
I have read about Bell's Theorem in a couple of popular science books, namely 'Quantum Reality' by Nick Herbert and the recent book by John Gribbin. However, I am still struggling to understand the overall idea. Could anyone explain the concept? Is it taught at university at all? Many thanks |
| Jul20-12, 06:59 AM | #2 |
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cdsweb.cern.ch/record/142461/files/198009299.pdf |
| Jul20-12, 09:55 AM | #3 |
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Ok, thanks.
What I understand now is that after the experiments conducted by Clauser and Aspect, it seems that there is experimental verification of the violation of Bells inequality, and that prior to what Bell thought, nature is non local which implies faster thn light communication. However, in recent times statistical analysis on the subject showed that there are flaws in the experiments conducted and that the question of whether nature is local/non local is still an open question. Is the above all correct? If so, I have one question: from special relativity, nothing can exceed the speed of light, so how does this fit in with what was thought of as a non local reality? I.e interactions under non local reality imply that interactions can act instantaneously (faster than c). Does this not contradict relativity? |
| Jul20-12, 10:08 AM | #4 |
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Bell's Theorem, non-localityIn the case of entanglement, FTL interactions do NOT imply FTL communication since no information is transmitted. |
| Jul20-12, 10:59 AM | #5 |
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Ah ok, thanks.
What about my question at the bottom of my previous post? |
| Jul20-12, 11:07 AM | #6 |
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Yes, quantum entaglement appears to be instantaneous but the connection is as some have described it like an "invisible wire" (since it's private) between entangled particles. Thus, the entangled particles appear to pass "hidden signals" between them. And as long as these "signals" are hidden/private, no contradiction with relativity occurs.
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| Jul20-12, 11:14 AM | #7 |
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So does that mean it is possible for 'something' to travel faster than light?
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| Jul20-12, 11:25 AM | #8 |
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| Jul20-12, 11:30 AM | #9 |
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Thanks, that analogy helped a lot.
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| Jul20-12, 11:38 AM | #10 |
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Relativity is (with narrow escape!) not contradicted because it is just like QM a theory about observations; the inferred faster than light influences cannot be observed. That something may be going faster than light is only interpretation of what might be going on "out of our sight", it does not imply the detection of anything going faster than light. If faster than light signalling were possible, then that would break the PoR. And indeed the discussions and debates are not finished. You can also also find ongoing discussions on this forums. For example: http://physicsforums.com/showthread.php?t=369286 http://physicsforums.com/showthread.php?t=589134 http://physicsforums.com/showthread.php?t=590249 http://physicsforums.com/showthread.php?t=597171 |
| Jul20-12, 11:39 AM | #11 |
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So again, the point is that interactions apparently can happen FTL via entanglement, but communications cannot. |
| Jul20-12, 12:13 PM | #12 |
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It's as though you sliced an Aztek coin in two halves (each with half a head on one side), and you put one half in one box and the other half in another box. Next you thoroughly shake both boxes and open the one box .. it's HEADS. Oh my gosh ... the two halves are physically separated but according to Aztek Mechanics you know with 75% certainty that when you open the other box it will be tails! Bell's theorem, in non-technical but perhaps clearer terms, is that only somewhat "spooky" models can match the predictions of QM. |
| Jul20-12, 12:39 PM | #13 |
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Why is it only a 75 percent certainty that the other box contains tails?
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| Jul20-12, 03:10 PM | #14 |
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But in a somewhat unusual* twist, it has been decided that both of these should be tested simultaneously in a single experiment. That has not been done to date. I believe this is what you are referring to in your post. It is believed that such an experiment will be feasible in the future, and no unusual result is expected. It would definitely require radically new physics if the unexpected occurred. *Unusual because no other scientific theory has been held to this standard that I am aware of. |
| Jul22-12, 02:53 PM | #15 |
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The clearest discussion of the statistics according to QM is perhaps "Herbert's proof", which is discussed in the second link of my post #10. |
| Jul22-12, 03:02 PM | #16 |
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For doubts that are nevertheless discussed in the scientific literature, see the recent and ongoing discussions on this forum as well as the physics FAQ: http://math.ucr.edu/home/baez/physic...nequality.html |
| Jul23-12, 09:14 AM | #17 |
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