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Descartes et la chimie

Vrin (2011)

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  1. Does Descartes Have a Principle of Life? Hierarchy and Interdependence in Descartes’s Physiology.Barnaby R. Hutchins - 2016 - Perspectives on Science 24 (6):744-769.
    At various points in his work on physiology and medicine, Descartes refers to a “principle of life.” The exact term changes—sometimes, it is the “principle of movement and life”, sometimes the “principle underlying all [the] functions” of the body —but the message seems consistent: the phenomena of living bodies are the product of a single, underlying principle. That principle is generally taken to be cardiac heat.1 The literature has, quite reasonably, taken this message at face value. Thus, Shapiro: “Descartes insists (...)
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  • De Volder’s Cartesian Physics and Experimental Pedagogy.Tammy Nyden - 2013 - In Mihnea Dobre Tammy Nyden (ed.), Cartesian Empiricisms. Dordrecht: Springer.
    In 1675, Burchard de Volder (1643–1709) was the first professor to introduce the demonstration of experiment into a university physics course and built the Leiden Physics Theatre to accommodate this new pedagogy. When he requested the funds from the university to build the facility, he claimed that the performance of experiments would demonstrate the “truth and certainty” of the postulates of theoretical physics. Such a claim is interesting given de Volder’s lifelong commitment to Cartesian scientia. This chapter will examine de (...)
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  • Obscurity and confusion: Nonreductionism in Descartes's biology and philosophy.Barnaby Hutchins - 2016 - Dissertation, Ghent University
    Descartes is usually taken to be a strict reductionist, and he frequently describes his work in reductionist terms. This dissertation, however, makes the case that he is a nonreductionist in certain areas of his philosophy and natural philosophy. This might seem like simple inconsistency, or a mismatch between Descartes's ambitions and his achievements. I argue that here it is more than that: nonreductionism is compatible with his wider commitments, and allowing for irreducibles increases the explanatory power of his system. Moreover, (...)
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