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$\begingroup$ So, as Bohmian Mechanics is essentially deterministic, what would be the reasoning for entangled particles here? That unbeknownest to us, the correlated positional difference between the pair of particles have all along determined the measured results, meaning that the complementary spin has existed all along from the moment the pair of particles are created? $\endgroup$
– James
Commented Nov 2, 2022 at 20:13
$\begingroup$ In Bohmian Mechanics there is explicit nonlocal influence. The position of each particle gets plugged into the equation for the velocity of every other particle, regardless of the separation between their coordinates. This makes it very much possible to have correlations between measurement results across large distances over small times. $\endgroup$
– don't train ai on me
Commented Nov 2, 2022 at 20:59

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