Titlebook: Logic and Probability in Quantum Mechanics; Patrick Suppes Book 1976 Springer Science+Business Media Dordrecht 1976 Observable.correlation

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The Quantum Probability CalculusQuantum mechanics has opened a vast sector of physics to probability calculus. In fact most of the physical interpretation of the formalism of quantum mechanics is expressed in terms of probability statements..

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Towards a Revised Probabilistic Basis for Quantum Mechanicsallenged hold throughout physics. The famous challenges by Einstein were not to a probabilistic interpretation for . but rather to the completeness of the description of physical reality offered by QM (Einstein .., 1935).

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Probability in a Discrete Model of Particles and Observationsked like a way of keeping elementary particles that had fairly traditional, common-sense properties. In the model I am proposing, extremely counterintuitive characteristics are postulated for the particles, but the paradoxes which still exist whatever use is made of probability, are avoided.

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On the Completeness of Quantum Theorycompleting the theory and I assess the impact on that program of recent work on ‘locality’ by Bell and Wigner. Although I do not find that this work tells against hidden variables (just as I do not find it bearing on locality), I do wind up abandoning the hidden variable program for another one, one which does seem neatly to complete the theory.

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Superposition and Macroscopic Observationdy system is represented by a vector in the Hilbert space .. When . becomes large enough to constitute a macroscopic body the treatment is problematic. Macroscopic states, it appears, do not superpose. Macroscopic bodies seem to possess sharp values for all observable quantities simultaneously.