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  1. Script and Symbolic Writing in Mathematics and Natural Philosophy.Maarten Van Dyck & Albrecht Heeffer - 2014 - Foundations of Science 19 (1):1-10.
    We introduce the question whether there are specific kinds of writing modalities and practices that facilitated the development of modern science and mathematics. We point out the importance and uniqueness of symbolic writing, which allowed early modern thinkers to formulate a new kind of questions about mathematical structure, rather than to merely exploit this structure for solving particular problems. In a very similar vein, the novel focus on abstract structural relations allowed for creative conceptual extensions in natural philosophy during the (...)
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  • The Harvest of Optics: Descartes, Mydorge, and their paths to a theory of refraction.Robert Goulding - 2022 - Annals of Science 79 (2):164-214.
    In 1626, René Descartes and Claude Mydorge worked closely together on the problem of refraction, apparently discovering what is now known as the sine law of refraction. They constructed a plano-hyperbolic lens in order to test out the truth of this mathematical relationship. In 1637, Descartes finally published the sine method of determining refractions in his Dioptrique, which also demonstrated, on the basis of this relationship, that the hyperbola and ellipse were anaclastic lines (that is, that a lens with their (...)
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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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