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    Article

    Massless or massive graviton?

    We show that, in the application of Riemannian geometry to gravity, there exists a superpotentialV ij of the Riemann-Christoffel tensor which is the tensor generalization of Po...

    O. Costa de Beauregard in Foundations of Physics Letters (1990)

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    Article

    The computer and the heat engine

    Brillouin sees order as generated by tap** negentropy sources existing upstream, while Prigogine sees it as generated by dum** entropy downstream. Joining both ideas yields a picture of the computer closel...

    O. Costa de Beauregard in Foundations of Physics (1989)

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    Chapter

    Relativity and Probability, Classical or Quantal

    A ‘manifestly relativistic’ presentation of Laplace’s formalism of conditional probabilities is proposed, and its ‘correspondence’ with Dirac’s formalism of transition amplitudes is displayed. Algebraic revers...

    O. Costa De Beauregard in Bell’s Theorem, Quantum Theory and Conceptions of the Universe (1989)

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    Chapter and Conference Paper

    Relativity and Probability, Classical and Quantal

    A ’manifestly relativistic’ presentation of Laplace’s algebra of conditional probabilities is proposed, and its ’correspondence’ with Dirac’s algebra of quantal transition amplitudes is displayed. The algebrai...

    O. Costa de Beauregard in The Concept of Probability (1989)

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    Article

    On the zigzagging causility model of EPR correlations and on the interpretation of quantum mechanics

    Being formalized inside the S-matrix scheme, the zigzagging causility model of EPR correlations has full Lorentz and CPT invariance. EPR correlations, proper or reversed, and Wheeler's smoky dragon metaphor ar...

    O. Costa de Beauregard in Foundations of Physics (1988)

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    Chapter

    Relativity and Probability, Classical and Quantal

    A ‘manifestly relativistic’ presentation of Laplace’s algebra of conditional probabilities is proposed, and its ‘correspondence’ with Dirac’s algebra of quantal transition amplitudes is displayed. The algebrai...

    O. Costa de Beauregard in Probability in the Sciences (1988)

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    Article

    On the zigzagging causality EPR model: Answer to Vigier and coworkers and to Sutherland

    The concept of “propagation in time” of Vigier and co-workers (V et al.) implies the idea of a supertime; it is thus alien to most Minkowskian pictures and certainly to mine. From this stems much of Vet al.'s mis...

    O. Costa de Beauregard in Foundations of Physics (1987)

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    Article

    On Carmeli's exotic use of the Lorentz transformation and on the velocity composition approach to special relativity

    As shown by Ramarkrishnan, the faithful map**, in the sense of Lie groups, of the real line onto the finite segment−1<u<+1 is u=tanh A, from which follows the “relativistic velocity composition law” w=(u+v)/(1+...

    O. Costa de Beauregard in Foundations of Physics (1986)

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    Article

    Bohr's discussion of the fourth uncertainty relation revisited

    Bohr's 1930 derivation of the uncertainty relation c 2 δm δt≥h bears a close relationship to Einstein's 1913 derivation of the “gravitational redshift” via the “equivalence prin...

    O. Costa de Beauregard in Foundations of Physics (1986)

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    Article

    On some frequent but controversial statements concerning the Einstein-Podolsky-Rosen correlations

    Quite often the compatibility of the EPR correlations with the relativity theory has been questioned; it has been stated that “the first in time of two correlated measurements instantaneously collapses the oth...

    O. Costa de Beauregard in Foundations of Physics (1985)

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    Article

    Relativistic dynamics of interacting point particles: Central position of the Wheeler-Feynman scheme

    The Wheeler-Feynman (WF) relativistic theory of interacting point particles, generalized by acceptance of an arbitrary spacelike interaction, is shown to possess a privileged status, reminiscent of the “centra...

    O. Costa de Beauregard in Foundations of Physics (1985)

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    Article

    Book review

    Wolfgang Rindler, R. Bruce Lindsay, O. Costa de Beauregard in Foundations of Physics (1984)

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    Article

    Simple remarks concerning relativistic thermodynamics

    O. Costa de Beauregard in Lettere al Nuovo Cimento (1971-1985) (1984)

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    Chapter

    CPT Revisted: A Manifestly Covariant Presentation

    Z, or \( {\rm{\psi }}{\rm{\bar \psi }} \) , denoting exchange of relativistically adjoint wave equations, particle-antiparticle ...

    O. Costa de Beauregard in The Wave-Particle Dualism (1984)

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    Chapter

    Time Symmetry and Interpretation of Quantum Mechanics

    There is something truly paradoxial in quantum mechanics. Physicists know well how to use it for explaining or predicting an ever-increasing harvest of phenomena, some of which are striking, even to the expert...

    O. Costa de Beauregard in Physical Sciences and History of Physics (1984)

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    Article

    Is the deterministically evolving state vector a misleading concept?

    O. Costa de Beauregard in Lettere al Nuovo Cimento (1971-1985) (1983)

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    Chapter

    CPT Invariance as Basic for Interpreting Quantum Mechanics

    This paper is an expanded version of one recently published in Foundations of Physics and is a continuation of previous works devoted to the EPR correlation.

    O. Costa de Beauregard in Old and New Questions in Physics, Cosmolog… (1983)

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    Article

    Reminiscences on my early association with Louis de Broglie

    On relativistic covariance, modelism vs. formalism, and poetry.

    O. Costa de Beauregard in Foundations of Physics (1982)

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    Article

    bpt Revisited: Covariant-motion reversal as equivalent to the particle-antiparticle exchange

    O. Costa De Beauregard in Lettere al Nuovo Cimento (1971-1985) (1982)

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    Article

    MPT versus : A manifestly covariant presentation of motion reversal and particle-antiparticle exchange

    We show that particle-antiparticle exchange and covariant motion reversal are two physically different aspects of the same mathematical transformation, either in the prequantal relativistic equation of motion ...

    O. Costa de Beauregard in Foundations of Physics (1982)

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