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  1. Speaking of Something: Plato’s Sophist and Plato’s Beard.Christine J. Thomas - 2008 - Canadian Journal of Philosophy 38 (4):pp. 631-667.
    The Eleatic Visitor speaks forcefully when he insists, ‘Necessarily, whenever there is speech, it is speech of something; it is impossible for it not to be of something’. For ‘if it were not of anything, it would not be speech at all; for we showed that it is impossible for there to be speech that is speech of nothing’. Presumably, at 263c10, when he claims to have ‘shown’ that it is impossible for speech to be of nothing, the Visitor is (...)
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  • Substância Na História da Filosofia.Lia Levy, Carolina Araújo, Ethel Menezes Rocha, Markos Klemz Guerrero & Fábio Ferreira de Almeida (eds.) - 2023 - Pelotas: NEPFil online.
    A coletânea apresenta, sob a forma de artigos, problemas e soluções associados ao conceito e substância ao longo da história da filosofia. Sem pretender exaurir esse percurso, a coletânea contém 29 artigos redigidos por diversos especialistas brasileiros em Filosofia. Sua proposta é oferecer uma visão clara, acessível, precisa e atualizada desse recorte da história do conceito de filosofia, na expectativa de contribuir para o aperfeiçoamento do ensino e debate de filosofia no país. -/- The anthology presents, through a series of (...)
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  • A batalha dos gigantes: substância como conceito em controvérsia.Carolina Araújo - 2023 - Substância Na História da Filosofia.
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  • What’s Eleatic about the Eleatic Principle?Sosseh Assaturian - 2021 - Archai: Revista de Estudos Sobre as Origens Do Pensamento Ocidental 31 (3):1-37.
    In contemporary metaphysics, the Eleatic Principle (EP) is a causal criterion for reality. Articulating the EP with precision is notoriously difficult. The criterion purportedly originates in Plato’s Sophist, when the Eleatic Visitor articulates the EP at 247d-e in the famous Battle of the Gods and the Giants. There, the Visitor proposes modifying the ontologies of both the Giants (who are materialists) and the Gods (who are friends of the many forms), using a version of the EP according to which only (...)
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  • (1 other version)An Argument 'Too Strange': Parmenides 134c4-e8.Mark L. McPherran - 1999 - Apeiron 32 (4):55 - 71.
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  • Resemblance and the Regress.K. Darcy Otto - 2017 - Apeiron 50 (1):81-101.
    Journal Name: Apeiron Issue: Ahead of print.
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  • Why Is Plato’s Good Good?Aidan R. Nathan - 2022 - Peitho 13 (1):125-136.
    The form of the Good in Plato’s Phaedo and Republic seems, by our standards, to do too much: it is presented as the metaphysical princi­ple, the epistemological principle and the principle of ethics. Yet this seemingly chimerical object makes good sense in the broader context of Plato’s philosophical project. He sought certain knowledge of neces­sary truths (in sharp contrast to the contingent truth of modern science). Thus, to be knowable the cosmos must be informed by timeless princi­ples; and this leads (...)
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  • The Argument against the Friends of the Forms Revisited: Sophist 248a4–249d5.Michael Wiitala - 2018 - Apeiron 51 (2):171-200.
    There are only two places in which Plato explicitly offers a critique of the sort of theory of forms presented in the Phaedo and Republic: at the beginning of the Parmenides and in the argument against the Friends of the Forms in the Sophist. An accurate account of the argument against the Friends, therefore, is crucial to a proper understanding of Plato’s metaphysics. How the argument against the Friends ought to be construed and what it aims to accomplish, however, are (...)
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  • The Problem of Motion in the "Sophist".William Lentz - 1997 - Apeiron 30 (2):89-108.
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  • The Good in Plato's Republic.David Hitchcock - 1985 - Apeiron 19 (2):65.
    After clarifying what plato means by "the good," noting accounts of the good which he explicitly rejects in the "republic", and carefully interpreting the comparison of the good with the sun at "republic" 508-509, this paper infers from the comparison that the good is unity. It then examines the coherence of this account with what the "republic" says about the foundations of mathematics and about the good of individuals and of cities, and offers a preliminary appraisal.
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