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  1. If the I is a Point, How Can It have a Direction? Fichte’s Two-Stage Conceptualization of the Absolute I.Yehuda Oren - 2020 - Archiv für Geschichte der Philosophie 102 (2).
    Fichte claims in Section 5 of the Grundlage der gesamten Wissenschaftslehre that the absolute I contains a difference between two directions. In this paper, I argue that this specific claim complements, rather than contradicts, his general position in Section 1, according to which the absolute I is a simple identity or a point. I first show that we can identify a version of what I call Fichte’s Two-Directions Theory in texts written both before and after the GWL. I term this (...)
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  • Fichte’s Formal Logic.Jens Lemanski & Andrew Schumann - 2023 - Synthese 202 (1):1-27.
    Fichte’s Foundations of the Entire Wissenschaftslehre 1794 is one of the most fundamental books in classical German philosophy. The use of laws of thought to establish foundational principles of transcendental philosophy was groundbreaking in the late eighteenth and early nineteenth century and is still crucial for many areas of theoretical philosophy and logic in general today. Nevertheless, contemporaries have already noted that Fichte’s derivation of foundational principles from the law of identity is problematic, since Fichte lacked the tools to correctly (...)
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  • A recepção da doutrina da ciência em Jean Paul.Federico Ferraguto - 2017 - Discurso 47 (1):307-328.
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  • La arquitectónica de la deducción de las categorías en el sistema fichteano de 1794/95.Emiliano Acosta - 2015 - Revista de Filosofia Aurora 27 (42):689.
    En el presente artículo se analiza la estructura sistemática de la deducción de las categorías expuesta por Fichte en su Fundamento de toda la doctrina de la ciencia. Se argumentará: i) que el sistema fichteano de las categorías se articula en tres grupos categoriales compuestos cada uno de tres categorías; ii) que, a diferencia de lo que sostiene la interpretación habitual, es la determinación recíproca – y no la categoría de realidad – la categoría principal en esta deducción; iii) que (...)
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