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  1. Urbild und Abbild. Leibniz, Kant und Hausdorff über das Raumproblem.Marco Giovanelli - 2010 - Journal for General Philosophy of Science / Zeitschrift für Allgemeine Wissenschaftstheorie 41 (2):283-313.
    The article attempts to reconsider the relationship between Leibniz’s and Kant’s philosophy of geometry on the one hand and the nineteenth century debate on the foundation of geometry on the other. The author argues that the examples used by Leibniz and Kant to explain the peculiarity of the geometrical way of thinking are actually special cases of what the Jewish-German mathematician Felix Hausdorff called “transformation principle”, the very same principle that thinkers such as Helmholtz or Poincaré applied in a more (...)
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  • Estética transcendental e o Ensaio de 1768: espaço e determinação completa1.Paulo R. Licht dos Santos - 2024 - Educação E Filosofia 38:1-70.
    É comum a literatura secundária reduzir o ensaio kantiano Do primeiro princípio da diferença das regiões no espaço a um ataque à concepção leibniziana de espaço relativo em defesa da concepção newtoniana de espaço absoluto. Até que ponto, porém, essa imagem não é obstáculo para compreender o Ensaio como um todo e o alcance de sua reflexão? A pergunta se impõe, porque não é claro o que o Ensaio pretende provar, uma vez que propõe quatro diferentes formulações de uma prova (...)
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  • Kant vs. Legendre on Symmetry: Mirror Images in Philosophy and Mathematics.Giora Hon - 2005 - Centaurus 47 (4):283-297.
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  • Three remarks on the interpretation of Kant on incongruent counterparts.Rogério Passos Severo - 2005 - Kantian Review 9:30-57.
    Kant’s treatments of incongruent counterparts have been criticized in the recent literature. His 1768 essay has been charged with an ambiguous use of the notion of ‘inner ground’, and his 1770 claim that those differences cannot be apprehended conceptually is thought to be false. The author argues that those two charges rest on an uncharitable reading. ‘Inner ground’ is equivocal only if misread as mapping onto Leibniz notion of quality. Concepts suffice to distinguish counterparts, but are insufficient to specify their (...)
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  • The Asymmetry of Space: Kant’s Theory of Absolute Space in 1768.Matthew S. Rukgaber - 2016 - Kantian Review 21 (3):415-435.
    I propose that we interpret Kant’s argument from incongruent counterparts in the 1768 article ‘Concerning the Ultimate Ground of the Differentiation of Directions in Space’ in light of a theory of dynamic absolute space that he accepted throughout the 1750s and 1760s. This force-based or material conception of space was not an unusual interpretation of the Newtonian notion of absolute space. Nevertheless, commentators have continually argued that Kant’s argument is an utter failure that shifts from the metaphysics of space to (...)
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  • Pictorial Athleticism and Intensity in Francis Bacon.David Benjamin Johnson - 2016 - Deleuze and Guatarri Studies 10 (2):186-205.
    The concept of athleticism seems, at first glance, to be a minor component of Deleuze's analysis in Francis Bacon, appearing by name in the text only six times. In this article, I draw out the close link between athleticism and Deleuze's fundamental concept of intensity, arguing that this ostensibly minor term is in fact central to his account of the ‘clear and durable sensation’ produced by Bacon's painting. In tracing links between athleticism, Deleuze's aesthetic concept of ‘the fall’, and his (...)
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  • Kant on Spatial Orientation.Sven Bernecker - 2010 - European Journal of Philosophy 20 (4):519-533.
    This paper develops a novel interpretation of Kant's argument from incongruent counterparts to the effect that the representations of space and time are intuitions rather than concepts. When properly understood, the argument anticipates the contemporary position whereby the meaning of indexicals cannot be captured by descriptive contents.
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  • The aims and method of Kant's 1768 Gegenden im Raume essay in the light of Euler's 1748 Reflexions sur l'espace.David Walford - 1999 - British Journal for the History of Philosophy 7 (2):305 – 332.
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  • What is Kantian Philosophy of Mathematics? An Overview of Contemporary Studies.Maksim D. Evstigneev - 2021 - Kantian Journal 40 (2):151-178.
    This review of contemporary discussions of Kantian philosophy of mathematics is timed for the publication of the essay Kant’s Philosophy of Mathematics. Volume 1: The Critical Philosophy and Its Roots (2020) edited by Carl Posy and Ofra Rechter. The main discussions and comments are based on the texts contained in this collection. I first examine the more general questions which have to do not only with the philosophy of mathematics, but also with related areas of Kant’s philosophy, e. g. the (...)
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  • A puzzle about incongruent counterparts and the critique of pure reason.Rogério Passos Severo - 2007 - Pacific Philosophical Quarterly 88 (4):507–521.
    Kant uses incongruent counterparts in his work before and after 1781, but not in the first Critique. Given the relevance that incongruent counterparts had for his thought on space, and their persistence in his work during the 1780s, it is plausible to think that he had a reason for leaving them out of both editions of the Critique. Two implausible conjectures for their absence are here considered and rejected. A more plausible alternative is put forth, which explains that textual absence (...)
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  • A remark on Kant's argument from incongruent counterparts.Jeremy Byrd - 2008 - British Journal for the History of Philosophy 16 (4):789 – 800.
    I argue that, by the time of his essay "Concerning the Ultimate Ground of the Differentiation of Directions in Space" (1768), Kant had come to question the status of the Principle of Sufficient Reason as a result, at least in part, of his recognition of the existence of incongruent counterparts. Though Kant's argument against absolute space based on the existence of incongruent counterparts has been much discussed in recent years, its importance as a useful benchmark by which to judge the (...)
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  • (1 other version)Las contrapartidas incongruentes y el cuerpo propio en el idealismo trascendental de Kant.Matías Hernán Oroño - 2017 - Ideas Y Valores 66 (163):153-176.
    Se defiende la tesis de que la teoría kantiana del espacio, en el contexto del idealis-mo trascendental, constituye un marco adecuado para solucionar la paradoja de las contrapartidas incongruentes. Se incluyen dos hipótesis: a) la solución kantiana implica una referencia a la conciencia de la propia corporalidad, para comprender cómo poseemos la capacidad para orientarnos en el espacio; b) no existe contradicción en el uso kantiano de las contrapartidas incongruentes en diferentes estadios de su pensamiento. La solución kantiana de 1768 (...)
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  • (1 other version)Incongruent counterparts and one's own body in kant's transcendental idealism.Matías Hernán Oroño - 2017 - Ideas Y Valores 66 (163):153-176.
    RESUMEN Se defiende la tesis de que la teoría kantiana del espacio, en el contexto del idealismo trascendental, constituye un marco adecuado para solucionar la paradoja de las contrapartidas incongruentes. Se incluyen dos hipótesis: a) la solución kantiana implica una referencia a la conciencia de la propia corporalidad, para comprender cómo poseemos la capacidad para orientarnos en el espacio; b) no existe contradicción en el uso kantiano de las contrapartidas incongruentes en diferentes estadios de su pensamiento. La solución kantiana de (...)
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