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  1. (1 other version)Outlines for a Phenomenological Foundation For de Ronde's Theory of Powers and Potentia.Matías Graffigna - 2019 - In Christian de Ronde, Diederik Aerts, M. L. Dalla Chiara & Décio Krause (eds.), Probing the Meaning of Quantum Mechanics. Singapore: World Scientific. pp. 159-183.
    Starting with the claim that Quantum Mechanics is in need of a new interpretation that would allow us to understand the phenomena of this realm, I wish to analyse in this paper de Ronde's theory of power and potentia from a phenomenological perspective. De Ronde's claim is that the reason for the lack of success in the foundations of QM is due to the reluctance of both physicists and philosophers to explore the possibility of finding a new ontology, new concepts (...)
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  • A critique of ontological pluralism.Juan Vila - 2015 - Revista Colombiana de Filosofía de la Ciencia (31):7-31.
    Scientifically speaking, quantum mechanics (QM) is the most successful theory ever made. Philosophically speaking, however, it is the most controversial theory. Its basic principles seem to contravene our deepest intuitions about reality, which are reflected in the metaphysical commitments of classical mechanics (CM). The aim of this paper is twofold. First, I argue that QM implies an ontological challenge, and not merely an “ontic” one, as it has been traditionally interpreted in the analytic tradition. Second, I suggest that positions known (...)
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  • Cassirer and Bohr on Intuitive and Symbolic Knowledge in Quantum Physics.Hernán Pringe - 2014 - Theoria 29 (3):417-429.
    This paper compares Cassirer´s and Bohr´s views on symbolic knowledge in quantum physics. Although both of them consider quantum physics as symbolic knowledge, for Cassirer this amounts to a complete renunciation to intuition in quantum physics, while according to Bohr only spatio-temporal images may provide the mathematical formalism of the theory with physical reference. We show the Kantian roots of Bohr´s position and we claim that his Kantian concept of symbol enables Bohr to account for the sensible content of quantum (...)
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