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Plato's Theory of Stuffs

Philosophy 58 (225):315 - 327 (1983)

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  1. Aristotle's Mathematicals in Metaphysics M.3 and N.6.Andrew Younan - 2019 - Journal of Speculative Philosophy 33 (4):644-663.
    Aristotle ends Metaphysics books M–N with an account of how one can get the impression that Platonic Form-numbers can be causes. Though these passages are all admittedly polemic against the Platonic understanding, there is an undercurrent wherein Aristotle seems to want to explain in his own terms the evidence the Platonist might perceive as supporting his view, and give any possible credit where credit is due. Indeed, underlying this explanation of how the Platonist may have formed his impression, we discover (...)
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  • The Third Man Argument.D. T. J. Bailey - 2009 - Philosophy Compass 4 (4):666-681.
    This paper is a brief discussion of the famous 'Third Man Argument' as it appears in Plato's dialogue Parmenides . I mention, criticise and refine the most influential analytic approach to the argument; show that the actual conclusion of the argument is different from the one attributed to it by the majority of scholars; and elaborate two responses to the argument, both of which shed interesting light on the Theory of Forms.
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  • A Horse Is a Horse, of Course, of Course, but What about Horseness?Necip Fikri Alican - 2015 - In Debra Nails & Harold Tarrant (eds.), Second Sailing: Alternative Perspectives on Plato. Helsinki: Societas Scientiarum Fennica. pp. 307–324.
    Plato is commonly considered a metaphysical dualist conceiving of a world of Forms separate from the world of particulars in which we live. This paper explores the motivation for postulating that second world as opposed to making do with the one we have. The main objective is to demonstrate that and how everything, Forms and all, can instead fit into the same world. The approach is exploratory, as there can be no proof in the standard sense. The debate between explaining (...)
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  • Bad Luck to Take a Woman Aboard.Debra Nails - 2015 - In Debra Nails & Harold Tarrant (eds.), Second Sailing: Alternative Perspectives on Plato. Helsinki, Finland: Societas Scientiarum Fennica. pp. 73-90.
    Despite Diotima’s irresistible virtues and attractiveness across the millennia, she spells trouble for philosophy. It is not her fault that she has been misunderstood, nor is it Plato’s. Rather, I suspect, each era has made of Diotima what it desired her to be. Her malleability is related to the assumption that Plato invented her, that she is a mere literary fiction, licensing the imagination to do what it will. In the first part of my paper, I argue against three contemporary (...)
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  • 'Making New Gods? A Reflection on the Gift of the Symposium.Mitchell Miller - 2015 - In Debra Nails, Harold Tarrant, Mika Kajava & Eero Salmenkivi (eds.), Second Sailing: Alternative Perspectives on Plato. Societas Scientiarum Fennica. pp. 285-306.
    A commentary on the Symposium as a challenge and a gift to Athens. I begin with a reflection on three dates: 416 bce, the date of Agathon’s victory party, c. 400, the approximate date of Apollodorus’ retelling of the party, and c. 375, the approximate date of the ‘publication’ of the dialogue, and I argue that Plato reminds his contemporary Athens both of its great poetic and legal and scientific traditions and of the historical fact that the way late fourth (...)
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  • Is the Idea of the Good Beyond Being? Plato's "epekeina tês ousias" Revisited.Rafael Ferber & Gregor Damschen - 2015 - In Debra Nails, Harold Tarrant, Mika Kajava & Eero Salmenkivi (eds.), SECOND SAILING: Alternative Perspectives on Plato. Wellprint Oy. pp. 197-203.
    The article tries to prove that the famous formula "epekeina tês ousias" has to be understood in the sense of being beyond being and not only in the sense of being beyond essence. We make hereby three points: first, since pure textual exegesis of 509b8–10 seems to lead to endless controversy, a formal proof for the metaontological interpretation could be helpful to settle the issue; we try to give such a proof. Second, we offer a corollary of the formal proof, (...)
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