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  1.  67
    Physical Foundations of Quantum Theory: Stochastic Formulation and Proposed Experimental Test. [REVIEW]V. J. Lee - 1980 - Foundations of Physics 10 (1-2):77-107.
    The time-dependent Schrödinger equation has been derived from three assumptions within the domain of classical and stochastic mechanics. The continuity equation isnot used in deriving the basic equations of the stochastic theory as in the literature. They are obtained by representing Newton's second law in a time-inversion consistent equation. Integrating the latter, we obtain the stochastic Hamilton-Jacobi equation. The Schrödinger equation is a result of a transformation of the Hamilton-Jacobi equation and linearization by assigning the arbitrary constant ħ=2mD. An experiment (...)
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    Trends in Parameterization, Economics and Host Behaviour in Influenza Pandemic Modelling: A Review and Reporting Protocol.L. R. Carrasco, M. Jit, M. I. Chen, V. J. Lee, G. J. Milne & A. R. Cook - unknown
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  3.  7
    Physical Foundations of Quantum Theory: Stochastic Formulation and Proposed Experimental Test—Addendum and Erratum. [REVIEW]V. J. Lee - 1982 - Foundations of Physics 12 (8):813-819.
    The Addendum of this note presents a brief perspective and an additional development pertaining to a previous paper. The even forceK n as well as the odd forceK 0 of the time-inversion-covariant (TIC) equation of motion in the presence of a magnetic field are derived from the results of the previous paper by a hint of generalization in classical physics. Then, by following identical steps as in the previous paper, the Addendum completes the derivation of the stochastic Hamilton-Jacobi and the (...)
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