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  1.  33
    Moral improvement through mathematics: Antoine Arnauld and Pierre Nicole’s Nouveaux éléments de géométrie.Laura Kotevska - 2020 - Synthese 199 (1-2):1727-1749.
    This paper examines the ethical and religious dimensions of mathematical practice in the early modern era by offering an interpretation of Antoine Arnauld and Pierre Nicole’s Nouveaux éléments de géométrie. According to these important figures of seventeenth-century French philosophy and theology, mathematics could achieve extra-mathematical or non-mathematical goals; that is, mathematics could foster practices of moral self-improvement, deepen the mathematician’s piety and cultivate epistemic virtues. The Nouveaux éléments de géométrie, which I contend offers the most robust account of the virtues (...)
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  2.  17
    The art of thinking as an intersubjective practice: Eloquence, affect, and association in the Port‐Royal Logic.Laura Kotevska & Anik Waldow - 2024 - European Journal of Philosophy 32 (4):1015-1032.
    In the Port‐Royal Logic, Arnauld and Nicole argue that eloquence plays a crucial role in the cultivation of the art of thinking. In this essay, we demonstrate that Arnauld and Nicole's reflections on eloquence exemplify the need to reconceive the larger framework in which Cartesian theories of ideas operate. Instead of understanding epistemic agents as solitary thinkers who pursue their intellectual goals without the influence of others, our analysis shows that for Arnauld and Nicole thinking well was an intersubjective discursive (...)
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    The art of thinking as an intersubjective practice: Eloquence, affect, and association in the Port‐Royal Logic.Laura Kotevska & Anik Waldow - 2024 - European Journal of Philosophy 32 (4):1015-1032.
    In the Port-Royal Logic, Arnauld and Nicole argue that eloquence plays a crucial role in the cultivation of the art of thinking. In this essay, we demonstrate that Arnauld and Nicole's reflections on eloquence exemplify the need to reconceive the larger framework in which Cartesian theories of ideas operate. Instead of understanding epistemic agents as solitary thinkers who pursue their intellectual goals without the influence of others, our analysis shows that for Arnauld and Nicole thinking well was an intersubjective discursive (...)
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  4.  44
    Occasionalism: Causation Among the Cartesians.Laura Kotevska - 2013 - Intellectual History Review 23 (2):277-279.
  5.  7
    Snezana Lawrence and Mark McCartney , Mathematics and Their Gods: Interactions between Mathematics and Religious Beliefs. Oxford: Oxford University Press, 2015. Pp. 304. ISBN 978-0-19-870305-1. £24.99. [REVIEW]Laura Kotevska - 2016 - British Journal for the History of Science 49 (3):526-527.
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