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Kepler’s optics without hypotheses

Synthese 185 (3):501-525 (2012)

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  1. “To Measure by a Known Measure”: Kepler’s Geometrical Epistemology in the Harmonices Mundi Libri V.Domenica Romagni - forthcoming - Hopos: The Journal of the International Society for the History of Philosophy of Science.
    In this article, I address the epistemological role that geometry plays in Kepler’s Harmonices Mundi Libri V and argue that the framework he develops there is meant to address concerns regarding the confirmation of astronomical hypotheses, which are supported by comments in earlier works regarding empirical underdetermination. The geometrical epistemology that he constructs to combat these concerns in the Harmonices Mundi is introduced in Book I and then is extended to his theory of harmonic proportion in Book III, finally providing (...)
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  • Vision, Image, and Imagination in Descartes and Gassendi.Delphine Bellis - 2020 - Les Cahiers Philosophiques de Strasbourg 48:165-192.
    Cet article a pour objet la réinterprétation, dans le sillage de la rénovation keplérienne de l’optique, de la fonction de l’image rétinienne pour la vision par Gassendi et Descartes. Une comparaison de leurs approches montre qu’elles reposent sur une interprétation différente du modèle iconique de la perception. S’ils attribuent un rôle crucial à l’imagination pour la perception visuelle, leurs positions philosophiques font jouer un rôle différent à l’image dans la perception visuelle et les amènent à concevoir de façon divergente l’imagination (...)
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  • Applying Mathematics to Nature.Maarten Van Dyck - 2022 - In David M. Miller & Dana Jalobeanu (eds.), The Cambridge History of Philosophy of the Scientific Revolution. pp. 254-273.
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  • ‘Borders,’ ‘Leaps’ and ‘Orbs of Virtue:’ A Contextual Reconstruction of Francis Bacon’s Extension-Related Concepts.Dana Jalobeanu - 2016 - In Boundaries, Extents and Circulations. Springer Verlag.
    Francis Bacon’s natural philosophy contains a whole series of interconnected concepts related to extension, such as “borders,” “leaps” and “orbs of virtue”. These Baconian concepts are still not fully understood and are in need of a detailed analysis. They do not derive from a general conception of physical or mathematical space, and are not explainable in terms of parts of matter and aggregates. Instead, they are somewhat mysteriously defined in terms of limits and boundaries of action. This article offers a (...)
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