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Nicola Cufaro-Petroni [3]N. Cufaro-Petroni [1]
  1.  69
    Einstein-Podolsky-Rosen Constraints on Quantum Action at a Distance: The Sutherland Paradox. [REVIEW]N. Cufaro-Petroni, C. Dewdney, P. R. Holland, A. Kyprianidis & J. P. Vigier - 1987 - Foundations of Physics 17 (8):759-773.
    Assuming that future experiments confirm Aspect's discovery of nonlocal interactions between quantum pairs of correlated particles, we analyze the constraints imposed by the EPR reasoning on the said interactions. It is then shown that the nonlocal relativistic quantum potential approach plainly satisfies the Einstein causality criteria as well as the energy-momentum conservation in individual microprocesses. Furthermore, this approach bypasses a new causal paradox for timelike separated EPR measurements deduced by Sutherland in the frame of an approach by means of space-time (...)
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  2.  21
    Single-Particle Trajectories and Interferences in Quantum Mechanics.Nicola Cufaro-Petroni & Jean-Pierre Vigier - 1992 - Foundations of Physics 22 (1):1-40.
    In this paper some topics concerning the possibility of describing phenomena of quantum interference in terms of individual particle spacetime trajectories are reviewed. We focus our attention, on the one hand, on the recent experimental advances in neutron and photon interferometry and, on the other hand, on a theoretical analysis of the description of these experiments allowed by stochastic mechanics. It is argued that, even if no conclusive argument is yet at hand in both the theoretical and the experimental fields, (...)
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  3.  90
    On the Structure of the Quantum-Mechanical Probability Models.Nicola Cufaro-Petroni - 1992 - Foundations of Physics 22 (11):1379-1401.
    In this paper the role of the mathematical probability models in the classical and quantum physics is shortly analyzed. In particular the formal structure of the quantum probability spaces (QPS) is contrasted with the usual Kolmogorovian models of probability by putting in evidence the connections between this structure and the fundamental principles of the quantum mechanics. The fact that there is no unique Kolmogorovian model reproducing a QPS is recognized as one of the main reasons of the paradoxical behaviors pointed (...)
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  4.  13
    Second-Order Wave Equation for Spin-1/2 Fields: 8-Spinors and Canonical Formulation.Nicola Cufaro-Petroni, Philippe Gueret & Jean-Pierre Vigier - 1988 - Foundations of Physics 18 (11):1057-1075.
    The algebraic structure of the 8-spinor formalism is discussed, and the general form of the 8-component wave equation, equivalent to the second-order 4-component one, is presented. This allows a canonical formulation that will be the first stage of the future Clebsch parametrization, i.e., a relativistic generalization of the Bohm-Schiller-Tiomno pioneering work on the Pauli equation.
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