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  1. Hegel’s logic of finitude.Rocío Zambrana - 2012 - Continental Philosophy Review 45 (2):213-233.
    In “Violence and Metaphysics” Jacques Derrida suggests that “the only effective position to take in order not to be enveloped by Hegel would seem to be…to consider false-infinity…irreducible.” Inversely, refuting the charge of logocentrism associated with Hegelian true infinity ( wahrhafte Unendlichkeit ) would involve showing that Hegel’s speculative logic does not establish the infinity of being exempt from the negativity of the finite. This paper takes up Derrida’s challenge, and argues that true infinity is crucial to Hegel’s understanding of (...)
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  • True or false? A case in the study of harmonic functions.Fausto di Biase - 2009 - Topoi 28 (2):143-160.
    Recent mathematical results, obtained by the author, in collaboration with Alexander Stokolos, Olof Svensson, and Tomasz Weiss, in the study of harmonic functions, have prompted the following reflections, intertwined with views on some turning points in the history of mathematics and accompanied by an interpretive key that could perhaps shed some light on other aspects of (the development of) mathematics.
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  • Infinito verdadero e infinito malo. Hegel y la filosofía de la reflexión alemana.Nicolás Tamayo Guerrero & Diego Fernando Moreno Mancipe - 2024 - Universitas Philosophica 41 (82):49-77.
    En este artículo se analizan los conceptos hegelianos de infinito malo e infinito verdadero al hilo de una revisión de la noción de infinitud en la tradición filosófica alemana con la que discute. Puntualmente, abordaremos las formulaciones sobre la relación finitud-infinitud en la obra de Kant, Fichte y Schlegel antes de exponer la interpretación que hace Hegel de la manera en la que la filosofía trascendental y el romanticismo alemán se aproximaron a este asunto. Finalmente, presentamos la verdadera forma en (...)
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