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  1. Geometro-stochastic locality in quantum spacetime and quantum diffusions.Eduard Prugovečki - 1991 - Foundations of Physics 21 (1):93-124.
    The issue of the intrinsic nonlocality of quantum mechanics raised by J. S. Bell is examined from the point of view of the recently developed method of geometro-stochastic quantization and its applications to general relativistic quantum theory. This analysis reveals that a distinction should be made between the topological concept of locality used in formulating relativistic causality and a type of geometric locality based on the concept of fiber bundle, which can be used in extending the strong equivalence principle to (...)
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  • Geometro-differential conception of extended particles and their quantum theory in de Sitter space.A. Smida, M. Hachemane & M. Fellah - 1995 - Foundations of Physics 25 (12):1769-1795.
    A geometro-differential quantum theory of extended particles is presented. The geometrical selling is that of Hilbert fiber bundles whose base manifolds are pseudo-Riemannian space-times of points χ which are interpreted as partial aspects of physical reality (the extended particle). The fibers are carrier spaces of induced (internal configuration and momentum) representations of the structural group (the de Sitter group here). Sections of these bundles are seen as physical representations of the particle, and their values in the fibers are interpreted as (...)
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  • On the reality of spin and helicity.Paul Busch & Franklin E. Schroeck - 1989 - Foundations of Physics 19 (7):807-872.
    The possibilities of a realistic interpretation of quantum mechanics are investigated by means of a statistical analysis of experiments performed on the simplest type of quantum systems carrying spin or helicity. To this end, fundamental experiments, some new, for measuring polarization are reviewed and (re)analyzed. Theunsharp reality of spin is essential in the interpretation of some of these experiments and represents a natural motivation for recent generalizations of quantum mechanics to a theory incorporating effect-valued measures as unsharp observables and generalized (...)
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