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Foundations of quantum mechanics: experiment and theory

24 Jun 2017


  1. Flack R. and Hiley B. J., - Weak Measurements, the Energy-Momentum Tensor and the Bohm Approach
    Published in Protective Measurement and Quantum Reality: Towards a New Understanding of Quantum Mechanics (ed. Gao, s.).
    Cambridge University Press. ISBN-13: 978-1-107-06963-3.
  2. Flack, R. and Hiley, B.J., - Weak Measurement and its Experimental Realisation
    J.Phys: Conference Series 504 (1), pp012016.
    DOI: 10.1088/1742-6596/504/1/012016
    e-Print: arXiv:1408.5685 [quant-ph] | arXiv PDF
  3. Hiley, B. J., - Henri Bortoft and the Arithmetic of Wholeness
    Holistic Science Journal 2 23-30.
  4. Hiley, B. J., - Time and the algebraic Theory of Moments
    Published in Re-thinking Time at the Interface of Physics and Philosophy: The Forgotten Present (ed von Müller, A and Filk, T.),
    pp. 147-175, Springer, Switzerland,.
  5. Pylkkänen, P., Hiley, B. J. and Pättiniemi, I., Bohm’s approach and individuality,
    (Dec. 2015)
    in press in "Individuals Across the Sciences", (ed. Guay, A and Pradeu, T.),
    Oxford University Press. arXiv:1405.4772
  6. Hiley, B. J., Quantum Mechanics: Harbinger of a Non-Commutative Probability Theory?
    ( 2014)
    Published in ‘Lecture Notes in Computer Science series’ : LNCS 8369, (ed., Atmanspacher, H., Haven, E., Kitto, K., and Raine, D.),
    pp. 6-21, Springer.
  7. de Gosson, M. and Hiley, B. J., Hamiltonian Flows, Short-Time Propagators and the Quantum Zeno Effect,
    (2014) J.Phys:Conference Series , 504 012027
  8. Hiley, B. J., Foundations of Quantum Theory in the Light of Bohmian Non-commutative Dynamics
    Published in Proceeding of The Finnish Society for Natural Philosophy 25 years K.V. Laurikainen Honorary Symposium,.
  9. Dennis, G. and de Gosson, M. and Hiley, B. J., Fermi's ansatz and Bohm's quantum potential.
    Phys. Letts. A 378 : 2363-2366.
  10. Dennis, G., de Gosson, M. and Hiley, B. J., Bohm's Quantum Potential as an Internal Energy,
    Phys. Letts. A 379: 1224-1227.
  11. Hiley, B. J., On the Relationship between the Moyal Algebra and the Quantum Operator Algebra of von Neumann
    Journal of Computational Electronics, 14 869-878. arXiv:1211.2098
  12. Flack, R. and Hiley, B. J., Weak values of Momentum of the Electromagnetic Field: Average Momentum Flow Lines, Not Photon Trajectories.
    e-Print: arXiv:1611.06510
  13. Monachello, V., Flack, R., Hiley, B. J., and Callaghan, R. E., A method for measuring the real part of the weak value of spin using non-zero mass particles.
    e-Print: arXiv:1701.04808