Demystifier said:
Yes, but the thesis behind the notion of beable is that the standard QM is conceptually incomplete, so new concepts are needed to develop non-standard QM.
That's what I always guessed, i.e., that Bell was thinking that Einstein was right and that QT is incomplete. Also Clauser, as I read in one of the many newspaper features about the new Nobel laureate, was hoping to disprove QT. The more convincing are all these experiments: I.e., it disproved the expectation of some of the protagonists (both theoretical and experimental). So, indeed, the buzz-word "beable", which still doesn't seem to be well-defined anyway, is just a buzz-word, and nothing else. For me the trick with Bell's papers on the foundations of quantum theory is to ignore most of the words between the formulae and fill in the words by yourself. Together with all the experiments deciding in favor for QT and against "local realism" I get more and more convinced about the formalism with the minimal interpretation: There are neither hidden variables nor determinism concerning the values of observables. All there is to specify about a concrete physical system in the lab is the quantum state (represented by the statistical operator with the meaning to describe the result of a specific preparation procedure), and the meaning are probabilities for the outcome of specifically given measurement procedures, i.e., quantitative observations on the system with a given measurement device.
Together with locality (i.e., microcausality) of relativistic QFT this implies that indeed in entangled states the observables of specific parts of a system, that can be observed at arbitrarily far-distant places with space-like separated measurement events and even space-like separted choices of measurement protocols, do not take predetermined values, i.e., the outcome of their meausurement is probabilistic, and the statistical properties are given by the quantum state the measured system has been prepared in, and this implies that despite the indeteriminism of the observable there are the very strong correlations between observables, as described by entangled quantum states. These correlations are there due to the preparation in the entangled state, and (within local relativistic QFTs) no faster-than-light spooky action at a distance due to the choice of a measurement setup and observations on the values of the measured observables is needed to explain these correlations.
Demystifier said:
One of the reasons it's conceptually incomplete is the fact that it cannot explain emergence of macroscopic laws from the microscopic ones, because standard QM already contains a macroscopic law as a part of its unexplained fundamental axioms. By that I mean the Born rule, which in standard QM is valid only in the measurement context, which is a macroscopic notion.
It can. Standard quantum-many body theory explains the "emergence of a classical world" via "coarse graining", defining the "relevant macroscopic observables".