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  1. The transitions among classical mechanics, quantum mechanics, and stochastic quantum mechanics.Franklin E. Schroeck - 1982 - Foundations of Physics 12 (9):825-841.
    Various formalisms for recasting quantum mechanics in the framework of classical mechanics on phase space are reviewed and compared. Recent results in stochastic quantum mechanics are shown to avoid the difficulties encountered by the earlier approach of Wigner, as well as to avoid the well-known incompatibilities of relativity and ordinary quantum theory. Specific mappings among the various formalisms are given.
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  • Measurement in quantum mechanics as a stochastic process on spaces of fuzzy events.Eduard Prugovečki - 1975 - Foundations of Physics 5 (4):557-571.
    The measurement of one or more observables can be considered to yield sample points which are in general fuzzy sets. Operationally these fuzzy sample points are the outcomes of calibration procedures undertaken to ensure the internal consistency of a scheme of measurement. By introducing generalized probability measures on σ-semifields of fuzzy events, one can view a quantum mechanical state as an ensemble of probability measures which specify the likelihood of occurrence of any specific fuzzy sample point at some instant. These (...)
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  • On acceptance of mathematical theories.Tommy Dreyfus & Theodore Eisenberg - 1978 - Philosophia Mathematica (1):56-87.
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