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  1. The Problem is not Mathematics, but Mathematicians: Plato and the Mathematicians Again.H. H. Benson - 2012 - Philosophia Mathematica 20 (2):170-199.
    I argue against a formidable interpretation of Plato’s Divided Line image according to which dianoetic correctly applies the same method as dialectic. The difference between the dianoetic and dialectic sections of the Line is not methodological, but ontological. I maintain that while this interpretation correctly identifies the mathematical method with dialectic, ( i.e. , the method of philosophy), it incorrectly identifies the mathematical method with dianoetic. Rather, Plato takes dianoetic to be a misapplication of the mathematical method by a subset (...)
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  • The Eleatic Stranger in Sophist dialogue.Lucas Alvarez - 2022 - Plato Journal 23:7-21.
    Within the framework of the discussion about the existence of a spokesman in the Platonic dialogues, we look, in the first part, into the possible transfer of this spokesman’s function from Socrates to the Eleatic Stranger, identifying the contact and divergence points between both characters. In the second part, we try to show that this transfer has a dramatic staging at the beginning of the Sophist dialogue, where Socrates makes a demand that enables the Stranger to demonstrate his genuine philosophical (...)
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  • Aristotle on Kind‐Crossing.Philipp Steinkrüger - 2018 - Oxford Studies in Ancient Philosophy 54:107-158.
    This paper concerns Aristotle's kind‐crossing prohibition. My aim is twofold. I argue that the traditional accounts of the prohibition are subject to serious internal difficulties and should be questioned. According to these accounts, Aristotle's prohibition is based on the individuation of scientific disciplines and the general kind that a discipline is about, and it says that scientific demonstrations must not cross from one discipline, and corresponding kind, to another. I propose a very different account of the prohibition. The prohibition is (...)
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  • Plato's Theory of Knowledge.Ralph Wedgwood - 2018 - In David Brink, Susan Sauvé Meyer & Christopher Shields (eds.), Virtue, Happiness, Knowledge: Themes from the Work of Gail Fine and Terence Irwin. Oxford: Oxford University Press. pp. 33-56.
    An account of Plato’s theory of knowledge is offered. Plato is in a sense a contextualist: at least, he recognizes that his own use of the word for “knowledge” varies – in some contexts, it stands for the fullest possible level of understanding of a truth, while in other contexts, it is broader and includes less complete levels of understanding as well. But for Plato, all knowledge, properly speaking, is a priori knowledge of necessary truths – based on recollection of (...)
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  • Plato's Republic in Its Athenian Context.Debra Nails - 2012 - History of Political Thought 33 (1):1-23.
    Plato's Republic critiques Athenian democracy as practised during the Peloponnesian War years. The diseased city Socrates attempts to purge mirrors Athens in crucial particulars, and his proposals should be evaluated as counter-weights to existing institutions and practices, not as absolutes to be instantiated. Plato's assessment of the Athenian polity incorporates two strategies -- one rhetorical, the other argumentative -- both of which I address. Failure to consider Athens a catalyst for Socrates' arguments has led to the misconception that Plato was (...)
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  • Desire and reason in Plato's Republic.Hendrik Lorenz - 2004 - Oxford Studies in Ancient Philosophy 27:83-116.
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  • Two Dogmas of Platonism.Debra Nails - 2013 - Proceedings of the Boston Area Colloquium of Ancient Philosophy 28 (1):77-112.
    Contemporary platonism has been conditioned in large part by two dogmas. One is the belief in a fundamental cleavage between intelligible but invisible Platonic forms that are real and eternal, and perceptible objects whose confinement to spacetime constitutes an inferior existence and about which knowledge is impossible. The other dogma involves a kind of reductionism: the belief that Plato’s unhypothetical first principle of the all is identical to the form of the good. Both dogmas, I argue, are ill-founded.
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