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quantum probability theory and quantum logic begins with von Neumann's recognition1, that quantum mechanics can be regarded as a kind of "probability theory", if the subspace lattice L(H) of the system's Hilbert space H plays the role of event algebra and the "tr(WE)'-s play the role of probability distributions over these events. This idea had been completed in the Gleason theorem 2:" />
pp. 201-219
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