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  1. Le réalisme structural face au problème de la mesure.Quentin Ruyant - 2016 - Lato Sensu: Revue de la Société de Philosophie des Sciences 3 (1):43-51.
    Le réalisme structural est une tentative d’établir un compromis entre le réalisme scientifique et l’empirisme, en restreignant le réalisme à la structure relationnelle des théories scientifiques. Il se décline en deux versions, épistémique et ontique. Le réalisme structural ontique propose de concevoir les relations nomologiques décrites par les théories comme des éléments primitifs de la réalité. Il est motivé, notamment, par le fait que sous sa forme épistémique, le réalisme structural ne se distingue pas réellement d’une position empiriste. Cependant, il (...)
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  • Analysis of Wallace’s Proof of the Born Rule in Everettian Quantum Mechanics: Formal Aspects.André L. G. Mandolesi - 2018 - Foundations of Physics 48 (7):751-782.
    To solve the probability problem of the Many Worlds Interpretation of Quantum Mechanics, D. Wallace has presented a formal proof of the Born rule via decision theory, as proposed by D. Deutsch. The idea is to get subjective probabilities from rational decisions related to quantum measurements, showing the non-probabilistic parts of the quantum formalism, plus some rational constraints, ensure the squared modulus of quantum amplitudes play the role of such probabilities. We provide a new presentation of Wallace’s proof, reorganized to (...)
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  • Analysis of Wallace’s Proof of the Born Rule in Everettian Quantum Mechanics II: Concepts and Axioms.André L. G. Mandolesi - 2019 - Foundations of Physics 49 (1):24-52.
    Having analyzed the formal aspects of Wallace’s proof of the Born rule, we now discuss the concepts and axioms upon which it is built. Justification for most axioms is shown to be problematic, and at times contradictory. Some of the problems are caused by ambiguities in the concepts used. We conclude the axioms are not reasonable enough to be taken as mandates of rationality in Everettian Quantum Mechanics. This invalidates the interpretation of Wallace’s result as meaning it would be rational (...)
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  • problema de incoherencia en la Interpretación de los Muchos Mundos de la Mecánica Cuántica.María Rubio Juan - 2023 - Human Review. International Humanities Review / Revista Internacional de Humanidades 16 (1):59-79.
    La Interpretación de los Muchos Mundos de la Mecánica Cuántica se enfrenta desde su origen al problema de cómo reconciliar la naturaleza probabilística de la teoría cuántica con una descripción determinista del Universo en la que todas las posibilidades se actualizan. En este trabajo se busca presentar la situación del problema a través de las soluciones propuestas por Lev Vaidman y David Deutsch y ponerlas en relación, además de plantear la probabilidad como un postulado epistemológico de acuerdo con su interpretación (...)
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  • Quantum probability: a reliable tool for an agent or a reliable source of reality?C. de Ronde, H. Freytes & G. Sergioli - 2019 - Synthese 198 (S23):5679-5699.
    In this paper we attempt to analyze the concept of quantum probability within quantum computation and quantum computational logic. While the subjectivist interpretation of quantum probability explains it as a reliable predictive tool for an agent in order to compute measurement outcomes, the objectivist interpretation understands quantum probability as providing reliable information of a real state of affairs. After discussing these different viewpoints we propose a particular objectivist interpretation grounded on the idea that the Born rule provides information about an (...)
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  • Many worlds: decoherent or incoherent?Karim P. Y. Thébault & Richard Dawid - 2015 - Synthese 192 (5):1559-1580.
    We claim that, as it stands, the Deutsch–Wallace–Everett approach to quantum theory is conceptually incoherent. This charge is based upon the approach’s reliance upon decoherence arguments that conflict with its own fundamental precepts regarding probabilistic reasoning in two respects. This conceptual conflict obtains even if the decoherence arguments deployed are aimed merely towards the establishment of certain ‘emergent’ or ‘robust’ structures within the wave function: To be relevant to physical science notions such as robustness must be empirically grounded, and, on (...)
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  • Many-worlds interpretation of quantum mechanics.Lev Vaidman - 2008 - Stanford Encyclopedia of Philosophy.
    The Many-Worlds Interpretation (MWI) is an approach to quantum mechanics according to which, in addition to the world we are aware of directly, there are many other similar worlds which exist in parallel at the same space and time. The existence of the other worlds makes it possible to remove randomness and action at a distance from quantum theory and thus from all physics.
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  • L'empirisme modal.Quentin Ruyant - 2017 - Dissertation, Université Rennes 1
    The aim of this thesis dissertation is to propose a novel position in the debate on scientific realism, modal empiricism, and to show its fruitfulness when it comes to interpreting the cognitive content of scientific theories. Modal empiricism is an empiricist position, according to which the aim of science is to produce empirically adequate theories rather than true theories. However, it suggests adopting a broader comprehension of experience than traditional versions of empiricism, through a commitment to natural modalities. Following modal (...)
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  • What is matter? The fundamental ontology of atomism and structural realism.Michael Esfeld, Dirk-André Deckert & Andrea Oldofredi - forthcoming - In B. Lower and A. Ijjas (ed.), A guide to the philosophy of Cosmology. Oxford University Press.
    We set out a fundamental ontology of atomism in terms of matter points. While being most parsimonious, this ontology is able to match both classical and quantum mechanics, and it remains a viable option for any future theory of cosmology that goes beyond current quantum physics. The matter points are structurally individuated: all there is to them are the spatial relations in which they stand; neither a commitment to intrinsic properties nor to an absolute space is required. The spatial relations (...)
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