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- Path: sparky!uunet!mtnmath!paul
- From: paul@mtnmath.UUCP (Paul Budnik)
- Newsgroups: sci.physics
- Subject: Re: Aspect's experiment
- Message-ID: <463@mtnmath.UUCP>
- Date: 1 Jan 93 16:34:10 GMT
- References: <C00pCC.6FG@well.sf.ca.us> <458@mtnmath.UUCP> <FRANL.92Dec30171403@draco.centerline.com>
- Organization: Mountain Math Software, P. O. Box 2124, Saratoga. CA 95070
- Lines: 31
-
- In article <FRANL.92Dec30171403@draco.centerline.com>, franl@centerline.com (Fran Litterio) writes:
-
- [Description of an experiment to measure delays in tests of
- Bell's inequality deleted.]
-
- > Won't this experiment only allow conclusions of the form "There is a
- > 33% probability that a non-local process is at work"?
-
- Yes, but if you conduct enough accurate trials you should be able to get a
- probability arbitrarily close to 100%. *All* real experiments have this same
- limitation, although not all real experiments are verifying a statement
- that is probabilistic. You can always concoct an unlikely but logically
- possible alternative explanation for any experimental result.
-
- Of course I do not think you will get this result because I do not think
- locality is violated. The result I expect is a nearly 100% probability
- that there is no nonlocal effect.
-
- > After all, you might see the first third of the shift from few-to-many
- > joint detections happen in less time than it takes light to travel to
- > each detector from the more distant polarizer. The remainder of the
- > shift happens "too late" to be evidence of a non-local process.
-
- I do not understand what you mean by the 'first third of the shift'.
- You will see a series of detections that change at some point from
- many to few (or the reverse) joint detections. You can then make a
- statistical estimate of when the probability of a joint detection changed.
- You have to repeat the experiment many times to get an accurate estimate
- of what the delay is.
-
- Paul Budnik
-