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  1. 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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  • Mario Caimi, traductor de Kant.Marcos Thisted - 2014 - Con-Textos Kantianos 1:127-140.
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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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  • Sobre el estatus ontológico de los objetos geométricos en la filosofía de las matemáticas de Kant.Javier Fuentes - 2021 - Con-Textos Kantianos 14:92-106.
    En este texto se desarrollan algunas ideas que Kant plantea sobre la ontología de los objetos geométricos. En primer lugar, una vez que se abstraen ciertos componentes de la intuición empírica, queda como resultado la intuición pura. Aquello ocurre porque la intuición pura es la forma de la intuición empírica, es decir, no corresponde a un componente que podría presentarse al margen de aquella. En segundo lugar, las partes del espacio son posteriores a éste, dado que éstas son limitaciones del (...)
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