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\u201cMonads, Situation and Infinite Explanation,\u201d with Filippo Costantini, British Journal for the History of Philosophy<\/em><\/strong>, April, 2025: [Monads situation and infinite explanation.pdf<\/strong>] \u2014also at https:\/\/doi.org\/10.1080\/09608788.2025.2478974<\/a>.<\/p>\n \u201cMonads and Points, Contiguity and Transcreation: on the Development of Leibniz\u2019s Metaphysics of the Continuum,\u201d Archiv f\u00fcr Geschichte der Philosophie<\/strong><\/em>, August 2025, [Monads and Points.pdf<\/a>]<\/p>\n \u201cOn the Unviability of Interpreting Leibniz\u2019s Infinitesimals through Nonstandard Analysis\u201d, with David Rabouin, Historia Mathematica<\/strong>,<\/em> March 2024, vol. 66, 26-42; [Unviability.pdf<\/strong><\/a>]<\/p>\n \u201cLeibniz and the Three Degrees of Infinity\u201d, pp. 25\u201346, in Leibniz Review<\/em><\/strong>, 32, 2022; with a reply from Ohad Nachtomy [Three.Degrees.LR.2022.pdf<\/strong><\/a>].<\/p>\n A Question of Fundamental Methodology: Reply to Mikhail Katz\u201d, co-authored with Tom Archibald, Giovanni Ferraro, Jeremy Gray, Douglas Jesseph, Jesper L\u00fctzen, Marco Panza, David Rabouin, and Gert Schubring, pp. 360\u2013363 in The Mathematical Intelligencer,<\/strong><\/em> 44, 4, Winter 2022. [A Question of Fundamental Methodology.pdf<\/strong><\/a>]<\/p>\n \u201cLeibniz\u2019s syncategorematic infinitesimals II: their existence, their use and their role in the justification of Differential Calculus\u201d (co-authored with David Rabouin), Archive for History of Exact Sciences<\/em><\/strong>, 2020, 74, 5, 401 \u2013 443; DOI: 10.1007\/s00407-020-00249-w.[Rabouin-Arthur-infinitesimals.pdf<\/strong><\/a>]<\/p>\n \u201cLeibniz in Cantor\u2019s Paradise: A Dialogue on the Actual Infinite\u201d, ch. 3, pp. 71-109 in Leibniz and the Structure of Sciences<\/strong><\/em>: Modern Perspectives on the History of Logic, Mathematics, Epistemology, ed. Vincenzo De Risi, Cham, Switzerland: Springer, 2019. [Leibniz in Cantor’s Paradise.pdf<\/strong><\/a>]<\/p>\n \u201cLeibniz\u2019s Syncategorematic Actual Infinite\u201d, pp. 155-179 in I<\/em>nfinity in Early Modern Philosophy<\/em><\/strong>, eds. Ohad Nachtomy and Reed Winegar, Springer Verlag, 2018. [L’s.Sync.Actu.Inf.pd<\/strong>f<\/a>].<\/p>\n \u201cThe Labyrinth of the Continuum\u201d, in Maria Rosa Antognazza (ed.),\u00a0Oxford Handbook of Leibniz<\/strong><\/em>; published online at (www.oxfordhandbooks.com), Oxford: Oxford University Press, December 2013. [The_Labyrinth_of_the_Continuum.pdf<\/strong><\/a>]<\/p>\n \u201cLeibniz’s Syncategorematic Infinitesimals, Smooth Infinitesimal Analysis, and Second Order Differentials\u201d,\u00a0Archive for History of Exact Sciences<\/strong><\/em>, April 2013. [<\/a>LSI.pdf<\/a>]<\/strong><\/p>\n “Leibniz’s Actual Infinite in Relation to his Analysis of Matter\u201d, 137-156 (chapter 7) in G. W.\u00a0Leibniz on the interrelations between mathematics and philosophy<\/strong><\/em>, (Springer: Archimedes Series), ed. Norma Goethe, Philip Beeley and David Rabouin, 2012. [Lairam.pdf<\/strong><\/a>]<\/strong><\/p>\n \u201cPresupposition, Aggregation, and Leibniz\u2019s Argument for a Plurality of Substances\u201d, Leibniz Review<\/strong><\/em>, 21, 91-116, 2011. [PresuppAggLAPS.pdf<\/strong><\/a>]<\/p>\n \u201cActual Infinitesimals in Leibniz\u2019s Early Thought\u201d, in\u00a0The Philosophy of the Young Leibniz<\/strong><\/em>, Studia Leibnitiana Sonderhefte 35, ed. Mark Kulstad, Mogens Laerke and David Snyder, 2009, pp. 11-28. [Actual_Infinitesimals.pdf<\/strong><\/a>]<\/p>\n \u201cLeery Bedfellows: Newton and Leibniz on the Status of Infinitesimals,\u201d pp. 7-30 in\u00a0Infinitesimal Differences: Controversies between Leibniz and his Contemporaries<\/em>, ed. Ursula Goldenbaum and Douglas Jesseph, Berlin and New York: De Gruyter, 2008. [Leery.Bedfellows2008.pdf<\/strong><\/a><\/a>]<\/p>\n Also available are these preprints:<\/em><\/p>\n \u201cLeibniz\u2019s Archimedean infinitesimals,\u201d\u00a0Proceedings of the Canadian Society for History and Phil. of Mathematics<\/em>, 21, 1-10, 2008. [preprint<\/a>]<\/p>\n \u201cLeibniz and Cantor on the Actual Infinite,\u201d pp. 41-46 in\u00a0Nihil sine ratione<\/em>\u00a0<\/strong>, Vol. 1, ed. Hans Poser, Berlin: Gottfried-Willhelm-Leibniz-Gesellschaft, 2001. [preprint<\/a>]<\/p>\n