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DrChinese said:As rubi and morrobay point out, there are papers that come out the other way on the subject. I.e. that violations of Bell Inequalities indicate it is local non-realism that should be selected. Here is once example:
http://arxiv.org/abs/0909.0015
Abstract:
"It is briefly demonstrated that Gisin's so-called 'locality' assumption [arXiv:0901.4255] is in fact equivalent to the existence of a local deterministic model. Thus, despite Gisin's suggestions to the contrary, 'local realism' in the sense of Bell is built into his argument from the very beginning. His 'locality' assumption may more appropriately be labelled 'separability'. It is further noted that the increasingly popular term 'quantum nonlocality' is not only misleading, but tends to obscure the important distinction between no-signalling and separability. In particular, 'local non-realism' remains firmly in place as a hard option for interpreting Bell inequality violations. Other options are briefly speculated on. "
The lack of separability in quantum mechanics is reflected in the fact that the wave function for more than one particle is not a function in 3 dimensional physical space, but a function in 3N dimensional configuration space. It's hard to know what "local" means for such a theory.
I don't know how significant this is, but in the Heisenberg picture, where the wave function is static and the operators evolve, all evolution is described by perfectly normal evolution equations involving ordinary 3D space plus time. So that is a sense in which the dynamics of quantum mechanics is perfectly local. Any nonlocality happens when you sandwich an operator between in- and out- states, which isn't something that takes place in time.