Basically, hidden variables models can't explain the results of some of our experiments and no-one's found a way to make the two match up.
Reference: https://en.wikipedia.org/wiki/Bell's_theorem
It's more accurately phrased as, "No physical theory of local hidden variables with observations that are statistically independent can ever reproduce all of the predictions of quantum mechanics."
This is actually a new loophole that 't Hooft is exploring in his cellular automata interpretation of quantum mechanics, ie. it has local hidden variables, but because all matter shares a common history from the Big Bang, no observations we can possibly make can be statistically independent of each other.
Yep. When I'm reading these articles, "Everything Connects" is a pretty useful heuristic for flowing with apparent discrepancies in theories...although of course nailing down concrete theories and finding precise explanations for phenomena is important.
"Thus, it is conceivable that freedom of choice has been restricted since the beginning of the universe in the Big Bang, with every future measurement predetermined by correlations established at the Big Bang"
> "No physical theory of local hidden variables can ever reproduce all of the predictions of quantum mechanics."
GIT paraphrased to match: "No axiomatic system can produce all truths within that axiomatic system."
It seems to me that the universe uses lazy evaluation (1).
If retrocausality can be likened to a computational mechanism, I'd be really interested to know what it is! Like I said in another comment, it seems like there's some element of monotonic computation involved, but the brand of monotonicity is quite unusual.
disclaimer: I have not idea what I'm talking about.
Is it not that the "adds information" that you mention, it's like sampling a probability distribution? Of course, then your program, the universe, it's not deterministic anymore (but I think that it's already the case when quantum physics is involved).
So, your lazy function, don't do anything until is required and then it returns a sample from a probability mass function (not a pdf because we are talking quantum here).
For example--can two entangled particles be created, then forced to interact in a way that collapses their wave functions, then sucked into a black hole, without having been observed by anything that isn't sucked into that black hole--does their collapse matter? Does the universe forget it?
If so, then could the whole universe be a reversible computation, once it's summed up from big bang to big ... whatever happens at the end?
It is not as simple as you'll get with macroscopic things, but yes it is not as crazy as some people imply either.
In the end two marbles, you, and the other observer become a single entangled system, who has two states: you've seen green marble (and the other guy red), and you've seen red marble (...).
And now if I "observe" that system, I also become entangled, and also will have two states: "I saw you claiming you saw green", and "I saw you claiming you saw red", and so on.
From a physical point of view, in that description there's no mystery. What might be interesting is how you (as in your mind) seemingly experience only one outcome. I even suspect we don't.
There is no explanation either.
(the Standard Model? of particle physics?)