Boing3000
Gold Member
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Who knows ? That's the gist of my question. They are somewhat indistinguishable from afar. But even though there are mathematical tools/theories to kind of detect some sort of chaos from "noise", I haven't read a lot of paper that try to do that on "equally" prepared quantum state.Paul Colby said:It is what is observed to be the case, no?
My take on the subject is that very simple and totally linear system are totally unpredictable. In fact everything in the universe seems to be chaotic, the only exception being QM (hmm sorry) non-existing-collapase". My question is: could quantum "dice" be attributed to some kind of inner/hidden chaotic process whose only visible "tip of the iceberg" would be "probability", while in fact it could be for example be the double pendulum tip x-position (as a basic analogy).Paul Colby said:Day to day life is the limit of many stochastic processes involving huge numbers of degrees of freedom.
I can't remember how string theory was suppose to reproduce QFT, nor if all it's 11+ dimensions was in "real" space, and not "probability/Hilbert" space.
My neither. And I don't know what Newton has to do with that, but I think he would have had no problem with a Planck value being real... because THAT is observed.Paul Colby said:This was true even classically with real materials at real temperatures. The idealized Newtonian view is gone for good and I do not morn it.
