Thoughts about Bell, Bohm, Christian, et al.

Foundations of physics and/or philosophy of physics, and in particular, posts on unresolved or controversial issues

Re: Thoughts about Bell, Bohm, Christian, et al.

Postby FrediFizzx » Fri Jun 26, 2015 5:52 pm

Schmelzer wrote:
minkwe wrote:Since we are getting silly distractions instead of counterarguments, let me yet again summarize my arguments:

It is, hear, a silly distraction if I ask minkwe if he really believes that QM predicts 50% A=B and 50% A=-B if Alice and Bob measure in the same direction of the same particle pair but at different times, where QM predicts 100% A=-B.

minkwe wrote:1. There is no "locality assumption" in Bell's derivation of his inequalities. None whatsoever, despite repeated noises about "locality".

Nonsense.
Bell wrote:Now we make the hypothesis 2, and it seems one at least worth considering, that if the two measurements are made at places remote from
one another the orientation of one magnet does not influence the result obtained with the other.

is a locality assumption.
Feel free to make your own proofs of Bell's inequalities on whatever assumptions you like, but Bell has made a locality assumption, and this is a trivial fact.

minkwe wrote:Therefore, any insistence that locality is required is simply poppycock, and a waste of time.

In Bell's proof it is assumed, which is all what matters.

2. The counterfactual definiteness assumption invoked by Bell applies to QM as well. Bell himself uses it on page 1 to make a QM argument.

Given that you have completely nonsensical ideas about what QM predicts, this is impossible to discuss with you.

Of course, if the wave function is in an eigenstate of some operator, the result of measuring this particular operator is predetermined, and, therefore, counterfactually definite - it will give the eigenvalue of this eigenstate. But this is all what is predetermined in QM.

Bell, of course, uses this fact, in particular he uses the fact that after the measurement of Bob the particle of Alice will be in an eigenstate of the spin operator in the direction measured by Bob with eigenvalue -B.

Bell's 2nd and 3rd sentence in paragraph 2 of page 1, applies CFD to quantum mechanics as follows: If Alice measures along "a" and obtained +1, then if Bob were to measure the sister particle along "a" he must obtain -1. Clearly, Bell believes and QM states that the measurement that was not performed has a single definite value. In fact, CFD applies to any theory that makes predictions. Any suggestion otherwise reflects lack of thinking ability, as it can easily shown that a prediction for an experiment which ends up not being done, is counterfactually definite. No theory is immune to this, including QM.

You seem unable or unwlling to make the trivial distinction between theories which assume counterfactual definiteness for all predictions from those who do it only in very special cases. QM has counterfactual definiteness only for measurements of very particular states - the eigenstates of the operator which describes the measurement.
For all other measurements, it makes nontrivial predictions - about probabilities. Probabilistic predictions do not need any counterfactual definiteness assumption, but are physical predictions, thus, your claim that CFD applies to every theory making predictions is nonsense.

3. Bell's inequality relates one actual measurement, to two counterfactual measurements which could have been done but weren't.

No, it relates averages.
Bell uses the counterfactual definiteness in the proof of the theorem, which is unproblematic because it has been derived based on the locality assumption and the EPR argument. It is not part of the inequalities.

You obviously don't understand that it is part of the proof that the P(a,b) will be the same in different experiments, because of the law of large numbers. This allows you to measure P(a,b), P(b,c) and P(a,c) in three different experiments.

4. Bell's inequality can not be derived if we do not assume counterfactual results, but instead use actual independent measurements .

Of course it cannot be derived from measurement results alone. A triviality without value.

5. Even if it were possible to measure the same pair of particles at all three pairs of settings (which is impossible to do), Bell's derivation requires that all the measurements are done at the same time.

Simply wrong. Learn elementary QM.

It looks like you have not understood why in some experiments one has to be careful to measure time. This is simply because these experiments use a lot of different pairs following each other in rather short time intervals, so that time measurements are used to clarify if the two measurements made by Alice and Bob are really measurements of the same pair.

Imagine the two particles tumbling in concert as they move apart, at a given frequency, such that their vectors maintain a fixed relationship to each other.


Imagine pink little fairies are dancing in concert as they move apart. But, then, please wake up and care about the actual predictions of QM.

minkwe has yet refused to answer if he really believes that QM predicts 50% A=B and 50% A=-B if Alice and Bob measure in the same direction of the same particle pair but at different times, where QM predicts 100% A=-B.

We are still waiting for you to show us exactly how QM violates the Bell inequality. Otherwise, none of what you say above matters.
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Re: Thoughts about Bell, Bohm, Christian, et al.

Postby Schmelzer » Fri Jun 26, 2015 10:39 pm

FrediFizzx wrote:We are still waiting for you to show us exactly how QM violates the Bell inequality. Otherwise, none of what you say above matters.

You are of course free to ignore whatever you like, but if you want a personal course in elementary quantum mechanics, how much are you ready to pay?

You would be the second guy here who does not know elementary quantum mechanics, one believes that it predicts a 50% A=-B and 50% A=B result if the experiment is done in the same direction but different times, you think Bell's inequalities are not violated in QM.
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Re: Thoughts about Bell, Bohm, Christian, et al.

Postby FrediFizzx » Fri Jun 26, 2015 11:13 pm

Schmelzer wrote:
FrediFizzx wrote:We are still waiting for you to show us exactly how QM violates the Bell inequality. Otherwise, none of what you say above matters.

You are of course free to ignore whatever you like, but if you want a personal course in elementary quantum mechanics, how much are you ready to pay?

You would be the second guy here who does not know elementary quantum mechanics, one believes that it predicts a 50% A=-B and 50% A=B result if the experiment is done in the same direction but different times, you think Bell's inequalities are not violated in QM.

I didn't think you would be able to show us exactly how QM violates the inequality. Because it is impossible.
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Re: Thoughts about Bell, Bohm, Christian, et al.

Postby Schmelzer » Sat Jun 27, 2015 2:27 am

FrediFizzx wrote:I didn't think you would be able to show us exactly how QM violates the inequality. Because it is impossible.


You know that P(a,b) = -ab is the prediction of QM for the outcome of the experiment? If yes, try a at 0 degree, b at 30 degree, c at 60 degree. This gives

Putting this into the Bell inequality (15) gives . Given that , Bell's inequality is violated.
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Re: Thoughts about Bell, Bohm, Christian, et al.

Postby Joy Christian » Sat Jun 27, 2015 2:50 am

Schmelzer wrote:
FrediFizzx wrote:I didn't think you would be able to show us exactly how QM violates the inequality. Because it is impossible.


You know that P(a,b) = -ab is the prediction of QM for the outcome of the experiment? If yes, try a at 0 degree, b at 30 degree, c at 60 degree. This gives

Putting this into the Bell inequality (15) gives . Given that , Bell's inequality is violated.

:lol: :lol: :lol: :lol: :lol:

To see how ridiculous the above answer is, let Micky Mouse have a fantastic voodoo model called Cynderella, which predicts that -- surprise, surprise -- P(a,b) = -a.b.

Then, try a at 0 degree, b at 30 degree, c at 60 degree. This gives

Putting this into the Bell inequality (15) gives . Given that , Bell's inequality is violated.

:lol: :lol: :lol: :lol: :lol:

For the benefit of the above clueless let me spell out that what he has used is called CIRCULAR REASONING. He has assumed what he pretends to have demonstrated.
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Re: Thoughts about Bell, Bohm, Christian, et al.

Postby Heinera » Sat Jun 27, 2015 3:03 am

Joy Christian wrote:For the benefit of the above clueless let me spell out that what he has used is called CIRCULAR REASONING. He has assumed what he pretends to have demonstrated.

The only thing he has assumed is that P(a,b) = -a.b. He does not claim to demonstrate that, nor was he asked to. There is no circular reasoning.
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Re: Thoughts about Bell, Bohm, Christian, et al.

Postby Joy Christian » Sat Jun 27, 2015 3:10 am

Heinera wrote:
Joy Christian wrote:For the benefit of the above clueless let me spell out that what he has used is called CIRCULAR REASONING. He has assumed what he pretends to have demonstrated.

The only thing he has assumed is that P(a,b) = -a.b. He does not claim to demonstrate that, nor was he asked to. There is no circular reasoning.

:lol: :lol: :lol: :lol: :lol:

There is also "no circular reasoning" in the above demonstration by Micky Mouse!!!

By the way, Heinera claims that he is a mathematician!

:lol: :lol: :lol: :lol: :lol:

For the benefit of other readers, what minkwe and Fred have been demanding is an event-by-event demonstration that QM violates BI --- a logical impossibility.
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Re: Thoughts about Bell, Bohm, Christian, et al.

Postby Heinera » Sat Jun 27, 2015 3:58 am

Joy Christian wrote:For the benefit of other readers, what minkwe and Fred have been demanding is an event-by-event demonstration that QM violates BI --- a logical impossibility.


http://rpubs.com/heinera/16727
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Re: Thoughts about Bell, Bohm, Christian, et al.

Postby Joy Christian » Sat Jun 27, 2015 4:00 am

Heinera wrote:
Joy Christian wrote:For the benefit of other readers, what minkwe and Fred have been demanding is an event-by-event demonstration that QM violates BI --- a logical impossibility.


http://rpubs.com/heinera/16727

:lol: :lol: :lol: :lol: :lol: :lol: :lol: :lol: :lol: :lol:
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Re: Thoughts about Bell, Bohm, Christian, et al.

Postby Schmelzer » Sat Jun 27, 2015 5:33 am

Joy Christian wrote:For the benefit of other readers, what minkwe and Fred have been demanding is an event-by-event demonstration that QM violates BI --- a logical impossibility.


QM makes only statistical predictions, thus, does not give any "event by event" predictions (except, of course, the trivial exceptional cases of eigenstates, where the statistical prediction is a certain prediction, so that you can repeat the same experiment as often as you like and always get the same result).

Then, QM does not give any explanations why its predictions about probabilities is what it is. And certainly not on an event-by-event basis.

So, the requirement to give some event-by-event demonstrations about QM predictions is something meaningless and proves only that all those who asks for them have not understood what elementary QM predicts.
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Re: Thoughts about Bell, Bohm, Christian, et al.

Postby Joy Christian » Sat Jun 27, 2015 5:48 am

The reader is urged to consult several of minkwe's extensive posts above to recognize the irrelevance and absurdity of the above answer for the question at hand.

And for sheer entertainment, the reader is most welcome to consult my previous answer: viewtopic.php?f=6&t=75&p=4561#p4556.
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Re: Thoughts about Bell, Bohm, Christian, et al.

Postby Heinera » Sat Jun 27, 2015 7:03 am

Schmelzer wrote:
Joy Christian wrote:For the benefit of other readers, what minkwe and Fred have been demanding is an event-by-event demonstration that QM violates BI --- a logical impossibility.


QM makes only statistical predictions, thus, does not give any "event by event" predictions (except, of course, the trivial exceptional cases of eigenstates, where the statistical prediction is a certain prediction, so that you can repeat the same experiment as often as you like and always get the same result).

Then, QM does not give any explanations why its predictions about probabilities is what it is. And certainly not on an event-by-event basis.

So, the requirement to give some event-by-event demonstrations about QM predictions is something meaningless and proves only that all those who asks for them have not understood what elementary QM predicts.


In the minimal interpretation, yes. This, however, does not mean that it is impossible to replicate the QM correlations excatly with an even-by-event simulation. But such a simulation obviously has to be non-local. E.g, one can get an event-by-event simulation by simply sampling from the joint QM probability distribution, which is what I do here:

http://rpubs.com/heinera/16727

Of course, this does not "explain" QM any more than the minimal interpretation does.
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Re: Thoughts about Bell, Bohm, Christian, et al.

Postby FrediFizzx » Sat Jun 27, 2015 11:07 am

Heinera wrote: ...E.g, one can get an event-by-event simulation by simply sampling from the joint QM probability distribution, which is what I do here:

http://rpubs.com/heinera/16727

Of course, this does not "explain" QM any more than the minimal interpretation does.

Fortunately we do have an explanation for quantum correlations. Joy Christian's classical local realistic parallelized 3-sphere model.
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Re: Thoughts about Bell, Bohm, Christian, et al.

Postby FrediFizzx » Sat Jun 27, 2015 11:15 am

Schmelzer wrote:
FrediFizzx wrote:I didn't think you would be able to show us exactly how QM violates the inequality. Because it is impossible.


You know that P(a,b) = -ab is the prediction of QM for the outcome of the experiment? If yes, try a at 0 degree, b at 30 degree, c at 60 degree. This gives

Putting this into the Bell inequality (15) gives . Given that , Bell's inequality is violated.

LOL, the text book bogus answer! Let's see here... P(a, b) is OK. But how do you actually get P(b, c) and P(a, c) in an EPRB experiment. Well... you know the answer to that. You can't and that is why they tried CHSH. But that fails also to have dependent terms defined in CHSH for an EPRB experiment. :lol: It is impossible for anything to violate the Bell inequalities.
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Re: Thoughts about Bell, Bohm, Christian, et al.

Postby Schmelzer » Sat Jun 27, 2015 2:23 pm

FrediFizzx wrote:LOL, the text book bogus answer! Let's see here... P(a, b) is OK. But how do you actually get P(b, c) and P(a, c) in an EPRB experiment.

In the same way, in separate experiments. And of course you have already known the answer, because it is a triviality. And of course it is the textbook answer, once the question is a textbook question, what else do you expect.

Once you don't accept textbook QM, there is no point in telling you what QM predicts, and once you don't accept Bell's proof, which starts from different assumptions as CFD, namely the EPR criterion and Einstein locality, and derives CFD, the result is about the averages P(a, b), P(a, c) and P(b, c), which can be measured in separate experiments.

Using three separate experiments opens some loopholes which some local realistic theories can use, but it is not a loophole which could be used in QM itself, because in QM the expectation values - all three, P(a, b), P(a, c) and P(b, c) - are completely defined by the preparation procedure which defines the wave function.

It seems already clear that you simply don't want to understand this, so, the endless repetitions do not make much sense. If there appears something new, I maybe come back, for now good bye.
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Re: Thoughts about Bell, Bohm, Christian, et al.

Postby FrediFizzx » Sat Jun 27, 2015 2:47 pm

Schmelzer wrote:
FrediFizzx wrote:LOL, the text book bogus answer! Let's see here... P(a, b) is OK. But how do you actually get P(b, c) and P(a, c) in an EPRB experiment.

In the same way, in separate experiments. And of course you have already known the answer, because it is a triviality. And of course it is the textbook answer, once the question is a textbook question, what else do you expect.

Once you don't accept textbook QM, there is no point in telling you what QM predicts, and once you don't accept Bell's proof, which starts from different assumptions as CFD, namely the EPR criterion and Einstein locality, and derives CFD, the result is about the averages P(a, b), P(a, c) and P(b, c), which can be measured in separate experiments.

Using three separate experiments opens some loopholes which some local realistic theories can use, but it is not a loophole which could be used in QM itself, because in QM the expectation values - all three, P(a, b), P(a, c) and P(b, c) - are completely defined by the preparation procedure which defines the wave function.

It seems already clear that you simply don't want to understand this, so, the endless repetitions do not make much sense. If there appears something new, I maybe come back, for now good bye.

You don't get that the inequalities only work when some of the terms are dependent on other terms. Once the terms are independent the absolute bounds become 3 for Bell's original inequality and 4 for Bell-CHSH. You have independent terms that you have described above so the bound is 3 and you have not violated the inequality.

Ok, I think this thread is long enough. It is being locked. Feel free to start a new topic if you wish.
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