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  1. Infinitos y filosofía natural en Leibniz.Oscar M. Esquisabel & Federico Raffo Quintana - 2020 - Anales Del Seminario de Historia de la Filosofía 37 (3):425-435.
    In this paper, we will consider the theoretical aspects of Leibniz’s thought on infinitely small and infinite quantities in the context of the natural philosophy developed by him in the Parisian period. We will hold that in the texts of this period an attempt of problematizing concepts of infinitary mathematics is found, which is not in the strictly mathematical texts. In this perspective, we also propose that there is in Leibniz a “double methodological record” concerning the question of the infinity (...)
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  • Five Figures of Folding: Deleuze on Leibniz's Monadological Metaphysics.Mogens Lærke - 2015 - British Journal for the History of Philosophy 23 (6):1192-1213.
    This article is about Gilles Deleuze's book Le Pli. Leibniz et le Baroque from 1988. It shows how Deleuze's notion of folding captures some basic intuitions in Leibniz and how they relate to each other. To this purpose, I propose five figures, all referring to the same basic fold, all illustrating how the consideration of such figures allows developing central elements of Leibniz's monadology. These figures can help, I hope, alleviate some of the fundamental difficulties in understanding Deleuze's approach to (...)
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