Abstract
By means of integration in the Hilbert space H which is associated to a quantum mechanical system we demonstrate that the expectation value of quantum mechanics, EW(A) =tr(WA), can be expressed as EW(A) =FH dμW(φ) (1/2) 〈φ‖A‖φ〉 Here μW denotes a probability measure in H which is determined by the statistical operator. We discuss this hidden variables representation of quantum mechanics.

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