Turns out, a determined classical system can create some Quantum phenomena through Mach’s principle:
https://arxiv.org/pdf/1206.0923.pdfSomething I linked here because I realized someone else here linked LessWrong, which believes in ‘Timeless physics’ despite the initial absurdity of denying time having a part in a fundamental theory of physics.
I do have some problems with determinism, and hence deny this correlation, considering the entire idea of a determined configuration space was merely contrived because of the violation of the Bell inequalities and the non-local nature of entanglement. If Mach’s principle actually has an effect on observers far away that is moving relative to the rest of the universe, then that observer is entangled with the rest of the universe, meaning that the entanglement forged between the observer and the universe was determined to be in a Bohmian point of view, and I guess in the view of LessWrong because they deny “time” has any ability to effect these types of systems outside of some ‘illusion’ that looks like something to an average observer.
However, my main problem is this: Some of Quantum Mechanics is uncomputable, and behaves in a non-markovian system where memory of past events are conserved (look up the Holographic principle). In order for determinism to actually be real in QM, then the information behind Blackhole horizons would have to send information back into the past and erase any involvement (look up the Delayed choice Quantum eraser), but that is impossible considering information cannot travel back in time if said information is in a Blackhole. Unobservables are Unobservable even if retro-causality is correct, that is why people working on the Blackhole information paradox could not say the Blackhole just ‘sends information back in time.’
This Quantum process is uncomputable. Information that cannot be send back into the past means that the universe is acyclical, and determinism is not true.
