Tez,
Gell-Mann, Hartle, Griffiths, Omnes spend a lifetime in physics and award-winning fundamental physics at that (not to mention supporters of the work like Feynman and Penrose), and decades investigating this particular area, they don't understand it, but you do? And you can quickly say what is wrong with the theory?
You might be supremely confident but some caution still seems wise to me.
Reading what you've said, a point I'd make is the difference between nonlocality and nonseparability.
Roland Omnes defines separability this way in his section on Aspect's experiment in his Understanding Quantum Mechanics:
"When two objects (e.g., two particles) are far from each other, one can consider the properties of one of them without having to mention the other."
And nonseparability wins out: "...intermingled states of distant particles exist and this existence belongs to reality."
Roland Omnes in Quantum Philosophy:
"Some people find it hard to swallow that two particles seperated by such an enormous distance could be so strongly correlated, but this is a fact of life. It has been experimentally confirmed and we shall now see how."
Consistent/decoherent histories has distant entangled states but without nonlocal influences. Nonseparability without nonlocality.
It is this apparent point of quantum entanglement, quantum correlations but without direct influence which seems to be the crucial point here.
(Omnes uses a different defintion of nonseparability in an earlier book, by the way.)
To answer that, Omnes in Understanding Quantum Mechanics:
Some authors keep seeing a mysterious instantaneous exchange of information at long distance when the two measurements I mention in the text are made along the same direction (n=n'). They seem not to appreciate the fact that two previous elements of information must be available for the realization of these conditions: (i) an initial state involving spin correlations; (ii) a prior decision or information ensuring that the two spin measurements will be performed along the same direction. When this is taken into account, there is never a transmission of information nor a real prediction but only a correlation in a pre-set experimental arrangement.
That the measurement is performed in the same direction seems to be the crucial point in this case.
Anything important here which is new? If so, perhaps my caution was justified.
I think the classical analogies (as in Gell-Mann's The Quark and the Jaguar) which have been used to explain the correlation can be somewhat misleading without these points.
Gell-Mann, Hartle, Griffiths, Omnes spend a lifetime in physics and award-winning fundamental physics at that (not to mention supporters of the work like Feynman and Penrose), and decades investigating this particular area, they don't understand it, but you do? And you can quickly say what is wrong with the theory?
You might be supremely confident but some caution still seems wise to me.
Reading what you've said, a point I'd make is the difference between nonlocality and nonseparability.
Roland Omnes defines separability this way in his section on Aspect's experiment in his Understanding Quantum Mechanics:
"When two objects (e.g., two particles) are far from each other, one can consider the properties of one of them without having to mention the other."
And nonseparability wins out: "...intermingled states of distant particles exist and this existence belongs to reality."
Roland Omnes in Quantum Philosophy:
"Some people find it hard to swallow that two particles seperated by such an enormous distance could be so strongly correlated, but this is a fact of life. It has been experimentally confirmed and we shall now see how."
Consistent/decoherent histories has distant entangled states but without nonlocal influences. Nonseparability without nonlocality.
It is this apparent point of quantum entanglement, quantum correlations but without direct influence which seems to be the crucial point here.
(Omnes uses a different defintion of nonseparability in an earlier book, by the way.)
In a consistent histories interpretation, after the game is played (and won!) one can say something like "you possessed the property of eating lemons while your friend possessed the proerty of eating oranges" and thus you managed to win the game. Fine - tell me how I can be so certain in advance, since I dont know what fruit I'm going to receive, that I can win the game every single time.
To answer that, Omnes in Understanding Quantum Mechanics:
Some authors keep seeing a mysterious instantaneous exchange of information at long distance when the two measurements I mention in the text are made along the same direction (n=n'). They seem not to appreciate the fact that two previous elements of information must be available for the realization of these conditions: (i) an initial state involving spin correlations; (ii) a prior decision or information ensuring that the two spin measurements will be performed along the same direction. When this is taken into account, there is never a transmission of information nor a real prediction but only a correlation in a pre-set experimental arrangement.
That the measurement is performed in the same direction seems to be the crucial point in this case.
Anything important here which is new? If so, perhaps my caution was justified.
I think the classical analogies (as in Gell-Mann's The Quark and the Jaguar) which have been used to explain the correlation can be somewhat misleading without these points.