DrChinese
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RandallB said:Whoa hold up there DrC. You were doing fine till this one.
You’ve got Einstein agreeing with QM just by plastering on Relativistic to QM and calling it “LOCAL” just not realistic! How do you make that work?
The non-local part of QM comes from HUP and pasting on relativistic is not going to solve the correlations seen in entanglement except by retaining the non-local probabilistic solution of HUP.
Einstein would not accept this as a local solution, although I sure he would still be convinced that something is being missed even with current experiments and ‘proofs’, just as Von Newman’s proof did change his mind in his day.
Did not expect you to call QM in any form “local”,
I just don't see where that can cut it.
TNN already knows I disagree that there is anything to distinguish BM over QM or any other non-local theory (String, M, MWI, etc).
That includes the “measurement solution” shown in the Double Slit.
There QM defines a probabilistic ending location.
BM defines a definitive ending position based on a definite trajectory departing the slits. Unfortunately, the BM departing trajectory from the slits is unmeasured, likely un-measurable, and (oops) probabilistic, thus no real solution there anyway.
So from my ‘Local Realist’ view, I can not see anything but “Non-Local” assigned to QM or BM, with or without Relativity (or Einstein). The only advantage between the two being personal preference based on the application.
Well, I guess that's a fair point.

If we want to look at it from the perspective of the debate as EPR framed it - and that's where I am really at - then using the term "relativistic" could be misleading. I think it is relativistic in the (limited) sense that there is nothing about it that directly conflicts with relativity's prohibition that causes/signals not propagate with a velocity > c. That was intended to contrast with BM, which is "grossly non-local" (I think this was Bell's phrasing) by pretty much any standards.
So do I think oQM/QFT local? I think it is in some ways per above. I think it isn't in other ways, some of which match ttn's (or Bell's) definition. When the answer depends on an EXACT and extremely precise definition of locality, then I think that different people will come to different conclusions. That is part of the reason I object to ttn's blanket description that "Bell tests -> non-locality".
I definitely see that Bell's Theorem incorporates assumptions of both realism (or HVs) and locality - despite ttn's denial of this (not trying to stir that argument up again, as we have already been down that road a few times). So while I am left wondering whether to dump realism or locality, he is adamant that locality must be dumped to account for the results. And I can certainly see some respects in which he is right, and other respects in which I think he is wrong. I don't see how he arrives at an absolute position on the matter.
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