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  1. The Strange Nature of Quantum Perception: To See a Photon, One Must Be a Photon.Steven M. Rosen - 2021 - Journal of Mind and Behavior 42 (3, 4):229-270.
    This paper takes as its point of departure recent research into the possibility that human beings can perceive single photons. In order to appreciate what quantum perception may entail, we first explore several of the leading interpretations of quantum mechanics, then consider an alternative view based on the ontological phenomenology of Maurice Merleau-Ponty and Martin Heidegger. Next, the philosophical analysis is brought into sharper focus by employing a perceptual model, the Necker cube, augmented by the topology of the Klein bottle. (...)
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  • (1 other version)The Relativity of Physical Size.T. E. Phipps - 1969 - Dialectica 23 (3-4):189-215.
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  • A phenomenological solution to the measurement problem? Husserl and the foundations of quantum mechanics.Steven French - 2002 - Studies in History and Philosophy of Science Part B: Studies in History and Philosophy of Modern Physics 33 (3):467-491.
    The London and Bauer monograph occupies a central place in the debate concerning the quantum measurement problem. Gavroglu has previously noted the influence of Husserlian phenomenology on London's scientific work. However, he has not explored the full extent of this influence in the monograph itself. I begin this paper by outlining the important role played by the monograph in the debate. In effect, it acted as a kind of 'lens' through which the standard, or Copenhagen, 'solution' to the measurement problem (...)
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  • (1 other version)The Relativity of Physical Size.T. E. Phipps - 1969 - Dialectica 23 (3‐4):189-215.
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  • Delineando o problema da medição na mecânica quântica: o debate de Margenau e Wigner versus Putnam.Frederik Moreira dos Santos & Osvaldo Pessoa Júnior - 2011 - Scientiae Studia 9 (3):625-644.
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  • Time asymmetry and quantum equations of motion.T. E. Phipps - 1973 - Foundations of Physics 3 (4):435-455.
    Accepted quantum description is stochastic, yet history is nonstochastic, i.e., not representable by a probability distribution. Therefore ordinary quantum mechanics is unsuited to describe history. This is a limitation of the accepted quantum theory, rather than a failing of mechanics in general. To remove the limitation, it would be desirable to find a form of quantum mechanics that describes the future stochastically and the past nonstochastically. For this purpose it proves sufficient to introduce into quantum mechanics, by means of a (...)
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