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  1. La prudence de Descartes face à la question de l’infini en mathématiques.Jean-Baptiste Jeangène Vilmer - 2007 - Philosophiques 34 (2):295-316.
    The question of the Cartesian infinite is vast and polymorphic, from metaphysics to the philosophy of science and practical philosophy. But it is in mathematics that the attitude of the author is the most ambivalent and paradoxal because, for Descartes, there is no infinite in mathematics. This article aims to analyze the signs and the reasons of this cartesian prudence. We will proceed in two steps. Firstly, we notice the absence of the infinite in Cartesian mathematics through the examination of (...)
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  • A Development of the Principle of Virtual Laws and its Conceptual Framework in Mechanics as Fundamental Relationship between Physics and Mathematics.Pisano Raffaele - 2017 - Transversal: International Journal for the Historiography of Science 2:166.
    Generally speaking, virtual displacement or work concerns to a timely idea according to which a motion of a certain body is not the unique possible motion. The process of reducing this motion to a particular magnitude and concept, eventually minimizing as a hypothesis, can be traced back to the Aristotelian school. In the history and philosophy of science one finds various enunciations of the Principle of Virtual Laws and its virtual displacement or work applications, i.e., from Aristotle to Leibniz’s vis (...)
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