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  1. Kant and real numbers.Mark van Atten - unknown
    Kant held that under the concept of √2 falls a geometrical magnitude, but not a number. In particular, he explicitly distinguished this root from potentially infinite converging sequences of rationals. Like Kant, Brouwer based his foundations of mathematics on the a priori intuition of time, but unlike Kant, Brouwer did identify this root with a potentially infinite sequence. In this paper I discuss the systematical reasons why in Kant's philosophy this identification is impossible.
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  • La filosofía como método Y el método de la filosofía algunas consideraciones en torno a la noción de sistema en Hegel.Leonardo Mattana Ereño - 2021 - Ideas Y Valores 70 (177):131-152.
    RESUMEN Hablar de la organización sistemática de la filosofía en Hegel significa hablar del método que la filosofía se da a sí misma para poder comprender su objeto, así como para comprenderse a sí misma. A través de algunos significativos pasajes de la Ciencia de la Lógica y de la Enciclopedia de las ciencias filosóficas, veremos el desarrollo del pensamiento lógico, su relación con las ciencias particulares y sus consecuencias para el propio estatuto de la filosofía. Asimismo, intentaremos proponer, a (...)
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  • Ubuntu and the concept of cosmopolitanism.Anke Graness - 2018 - Human Affairs 28 (4):395-405.
    Based on the ideas of two main representatives of the academic discourse on Ubuntu, Michael O. Eze and Mogobe B. Ramose, the paper shows how the concept of Ubuntu can contribute to transcending conventional concepts of cosmopolitanism. Referring to the concept of Ubuntu, Ramose and Eze criticize ‘Western’ concepts of cosmopolitanism because they always seem to start from binary oppositions (‘I’ and ‘other’), which must be reconciled. ‘Western’ cosmopolitanism continues to build on boundaries (nations, cultures, etc.) that constitute communities and (...)
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  • Dialetheism.Graham Priest - 2008 - Stanford Encyclopedia of Philosophy.
    A dialetheia is a sentence, A, such that both it and its negation, A, are true (we shall talk of sentences throughout this entry; but one could run the definition in terms of propositions, statements, or whatever one takes as her favourite truth bearer: this would make little difference in the context). Assuming the fairly uncontroversial view that falsity just is the truth of negation, it can equally be claimed that a dialetheia is a sentence which is both true and (...)
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  • Dialetheism.Francesco Berto, Graham Priest & Zach Weber - 2008 - Stanford Encyclopedia of Philosophy 2018 (2018).
    A dialetheia is a sentence, A, such that both it and its negation, ¬A, are true (we shall talk of sentences throughout this entry; but one could run the definition in terms of propositions, statements, or whatever one takes as her favourite truth-bearer: this would make little difference in the context). Assuming the fairly uncontroversial view that falsity just is the truth of negation, it can equally be claimed that a dialetheia is a sentence which is both true and false.
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