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In Bohmian mechanics, if a (sufficiently complex) system is initially far from quantum equilibrium, it will soon evolve close to the equilibrium. This result is called subquantum H-theorem.A. Neumaier said:It is like disproving Bohmian mechanics by starting with positions not in quantum equilibrium!
What if a quantum system starts evolution far from Gibbs state (as I assume in my proof)? Intuition says that it should soon decay towards a state close to the equilibrium. Yet my proof shows that it doesn't happen within the thermal interpretation.