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  1. Newtonianism in early Enlightenment Germany, c. 1720 to 1750: metaphysics and the critique of dogmatic philosophy.Thomas Ahnert - 2004 - Studies in History and Philosophy of Science Part A 35 (3):471-491.
    The acceptance of Newton’s ideas and Newtonianism in the early German Enlightenment is usually described as hesitant and slow. Two reasons help to explain this phenomenon. One is that those who might have adopted Newtonian arguments were critics of Wolffianism. These critics, however, drew on indigenous currents of thought, pre-dating the reception of Newton in Germany and independent of Newtonian science. The other reason is that the controversies between Wolffians and their critics focused on metaphysics. Newton’s reputation, however, was that (...)
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  • Leibniz, the Young Kant, and Boscovich on the Relationality of Space.Idan Shimony - 2016 - In Wenchao Li (ed.), Für Unser Glück oder das Glück Anderer: Vortrage des X. Internationalen Leibniz-Kongresses, vol. 5. Olms. pp. Vol. 2, pp. 73-85.
    Leibniz’s main thesis regarding the nature of space is that space is relational. This means that space is not an independent object or existent in itself, but rather a set of relations between objects existing at the same time. The reality of space, therefore, is derived from objects and their relations. For Leibniz and his successors, this view of space was intimately connected with the understanding of the composite nature of material objects. The nature of the relation between space and (...)
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  • The Antinomies and Kant's Conception of Nature.Idan Shimony - 2013 - Dissertation, Tel Aviv University
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  • Newton and Wolff: The Leibnizian reaction to the Principia, 1716-1763.Marius Stan - 2012 - Southern Journal of Philosophy 50 (3):459-481.
    Newton rested his theory of mechanics on distinct metaphysical and epistemological foundations. After Leibniz's death in 1716, the Principia ran into sharp philosophical opposition from Christian Wolff and his disciples, who sought to subvert Newton's foundations or replace them with Leibnizian ideas. In what follows, I chronicle some of the Wolffians' reactions to Newton's notion of absolute space, his dynamical laws of motion, and his general theory of gravitation. I also touch on arguments advanced by Newton's Continental followers, such as (...)
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  • Conceptual Frameworks on the Relationship Between Physics–Mathematics in the Newton Principia Geneva Edition (1822).Raffaele Pisano & Paolo Bussotti - 2022 - Foundations of Science 27 (3).
    The aim of this paper is twofold: (1) to show the principal aspects of the way in which Newton conceived his mathematical concepts and methods and applied them to rational mechanics in his Principia; (2) to explain how the editors of the Geneva Edition interpreted, clarified, and made accessible to a broader public Newton’s perfect but often elliptic proofs. Following this line of inquiry, we will explain the successes of Newton’s mechanics, but also the problematic aspects of his perfect geometrical (...)
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  • Kant and Force: Dynamics, Natural Science and Transcendental Philosophy.Stephen Howard - 2017 - Dissertation, Kingston University
    This thesis presents an interpretation of Immanuel Kant’s theoretical philosophy in which the notion of ‘force’ is of central importance. My analysis encompasses the full span of Kant’s theoretical and natural-scientific writings, from the first publication to the drafts of an unfinished final work. With a close focus on Kant’s texts, I explicate their explicit references to force, providing a narrative of the philosophical role and significance of force in the various periods of the Kantian oeuvre. This represents an intervention (...)
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  • Who Discovered the Binary System and Arithmetic? Did Leibniz Plagiarize Caramuel?J. Ares, J. Lara, D. Lizcano & M. A. Martínez - 2018 - Science and Engineering Ethics 24 (1):173-188.
    Gottfried Wilhelm Leibniz is the self-proclaimed inventor of the binary system and is considered as such by most historians of mathematics and/or mathematicians. Really though, we owe the groundwork of today’s computing not to Leibniz but to the Englishman Thomas Harriot and the Spaniard Juan Caramuel de Lobkowitz, whom Leibniz plagiarized. This plagiarism has been identified on the basis of several facts: Caramuel’s work on the binary system is earlier than Leibniz’s, Leibniz was acquainted—both directly and indirectly—with Caramuel’s work and (...)
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  • Christian Wolff.Matt Hettche & Corey W. Dyck - 2019 - Stanford Encyclopedia of Philosophy.
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  • Voltaire, Maupertuis e o debate sobre o princípio de ação mínima no século XVIII: aspectos científicos e extracientíficos.Roberto de Andrade Martins & Silva Ana Paula Bispo da - 2007 - Filosofia Unisinos 8 (2):146-169.
    Towards the middle of the 18th century, Pierre-Louis Moreau de Maupertuis proposed the “principle of least action” as a fundamental law of physics and as a proof of the existence of God. Samuel König and other contemporary authors criticized Maupertuis’ work. There ensued a fierce discussion concerning this subject, in which Leonhard Euler, the king Frédéric II of Prussia and Voltaire took part. This paper discusses that debate, emphasizing its extrascientific features and analyzing the interests that motivated the actions of (...)
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  • The Laws of Motion from Newton to Kant.Eric Watkins - 1997 - Perspectives on Science 5 (3):311-348.
    It is often claimed (most recently by Michael Friedman) that Kant intended to justify Newton’s most fundamental claims expressed in the Principia, such as his laws of motion and the law of universal gravitation. In this article, I argue that the differences between Newton’s laws of motion and Kant’s laws of mechanics are not superficial or merely apparent. Rather, they reflect fundamental differences in their respective projects. This point can be seen especially clearly by considering the nature of the various (...)
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  • Simples, Representational Activity, and the Communication among Substances: Leibniz and Wolff on pre-established Harmony.Gastón Robert - 2018 - History of Philosophy & Logical Analysis 21 (1):92-128.
    This article aims to make further progress in revising the standard account of Wolff’s philosophy as a popularisation and systematisation of Leibniz’s doctrines. It focuses on the topic of the communication among substances and the metaphysics of simples and activity underlying it. It is argued that Wolff does not accept the pre-established harmony in its orthodox Leibnizian version. The article explains Wolff’s departure from Leibniz’s PEH as stemming from his rejection of Leibniz’s construal of the activity of every simple as (...)
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  • (1 other version)¿Qué tan leibnizianos son los “leibnizianos” Wolff y Baumgarten? Reflexiones acerca de la teoría de la armonía preestablecida en ibniz, Wolff y Baumgarten.Gaston Robert - 2014 - Ideas Y Valores 63 (154):107-135.
    La filosofía de Wolff y Baumgarten ha sido tradicionalmente evaluada como nada más que una sistematización, carente de toda originalidad, de las doctrinas de Leibniz. El presente trabajo revisa esta opinión generaliza, concentrándose en el problema específico de la interacción de las sustancias naturales. Se muestra que Wolff y Baumgarten no siguen a Leibniz con el mismo grado de cercanía en relación a algunos de los principios centrales de la teoría armonía preestablecida y, con ello, se problematiza el uso de (...)
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  • Critique des systèmes et antimathématisme au XVIII e siècle.Angela Ferraro - 2018 - Dialogue 57 (4):813-832.
    This paper focuses on the link between systems criticism and anti-mathematicism in the French-speaking philosophical literature of the mid-18thcentury. Moving from Condillac’s omissions to the exemplary cases of Diderot and Buffon—as well as considering Formey’s crucial remarks—I reconsider the complex relationship that the authors of the French Enlightenment have with the Newtonian model. Finally, I inquire into the fate awaiting both mathematics and systems in this context after 1750.
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