The discussion centers on quantum equilibrium conditions in the de Broglie-Bohm (dBB) theory, specifically addressing why our universe maintains quantum equilibrium and the challenges in disrupting this state. It is established that particle positions in a typical ensemble are distributed according to the probability density |psi|^2, reflecting the most probable distribution akin to thermodynamic equilibrium in classical mechanics. The participants conclude that creating small universes outside of quantum equilibrium in laboratory settings is not feasible at will.
PREREQUISITESPhysicists, quantum mechanics researchers, and students interested in the foundations of quantum theory and its implications for understanding the universe.
It is the assumption that in a typical ensemble particle positions are distributed according to |psi|^2.cryptist said:What are the quantum equilibrium conditions in dBB?
Because it is the most probable distribution. (This is similar to the fact that in classical mechanics thermodynamic equilibrium is the most probable distribution.)cryptist said:Why our universe is in quantum equilibrium?
It seems that we cannot do that at will.cryptist said:How can disrupt that equilibrium? In labs, can we create any little universes that are not in quantum equilibrium?