- #71
ohwilleke
Gold Member
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For #1, the obviously true part is that we can never directly observe the state, and we can never make deterministic predictions about the results of quantum experiments. That makes it seem obvious that the state can’t be the physically real state of the system; if it were, we ought to be able to pin it down and not have to settle for merely probabilistic descriptions. But if we take that idea to its logical conclusion, it implies that QM must be an incomplete theory; there ought to be some more complete description of the system that fills in the gaps and allows us to do better than merely probabilistic predictions. And yet nobody has ever found such a more complete description, and all indications from experiments (at least so far) are that no such description exists; the probabilistic predictions that QM gives us really are the best we can do.
I'm not quite clear on why it is that if "we can never make deterministic predictions about the results of quantum experiments" that this implies non-reality, as opposed, for example, to a system that is chaotic (in the sense of having dynamics that are highly sensitive to slight changes in initial conditions) with sensitivity to differences in initial conditions that aren't merely hard to measure, but are inherently and theoretically impossible to measure because measurement is theoretically incapable of measuring both location and momentum at the scale relevant to the future dynamics of a particle.
Now, I'm not saying that there aren't other aspects of QM that make a chaotic system with real particles interpretation problematic - I'm thinking of experiments that appear to localize different properties of the same particle in different physical locations, or little tricks like off-shell virtual particles and quantum tunneling. But, chaotic but deterministic systems can look so much like truly random systems phenomenologically for lots of purposes (which is why people invented tools like dice, lottery ball spinners, slot machines, card decks, and roulette wheels), so you can have a deterministic and stochastic conceptions of QM that are indistinguishable experimentally, at least for many purposes, but which have profoundly different theoretical implications. But, then again, maybe I'm wrong and there are easy ways to distinguish between the two scenarios.
Also, I do hear you when you say that the question is whether the "state" is real, and not just whether particles are real, and the "state" is a much more empheral, ghost-like thing than a particle.
I am also unclear with regard to whether the "reality" that you are discussing is the same as the "reality" people are talking about in QM when they state that given quantum entanglement, you can have locality, reality, or causality, but you can't simultaneously have all three, or whether you are talking about something different. To be clear, I'm not asking the more ambitious question of what "reality" means, only the less ambitious question of whether one kind of reality that is hard to define non-mathematically is the same as another kind of reality that is also hard to define non-mathematically. It could be that "reality" is instead two different concept that happens to share the same name and both of which are hard to define non-mathematically, in which case the term is a "false friend" as they say in foreign language classes.
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