Mark Davidson
Abstract
Some new results in the stochastic model of quantum mechanics are derived. The origin of the noncommutative algebra of quantum mechanics is given a simple interpretation within the stochastic model. Quantum expectations of mixed functions of coordinates and momenta are related to stochastic averages.
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Some new results in the stochastic model of quantum mechanics are derived. The origin of the noncommutative algebra of quantum mechanics is given a simple interpretation within the stochastic model. Quantum expectations of mixed functions of coordinates and momenta are related to stochastic averages.
Key concepts: Stochastic interpretation, Quantum probability, Consistent histories, Quantum statistical mechanics, Mathematics, Noncommutative geometry, Equivalence (formal languages), Quantum process