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The Demiurge and the Forms

Ancient Philosophy 18 (1):81-92 (1998)

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  1. Platonism and the invention of the problem of universals.Lloyd P. Gerson - 2004 - Archiv für Geschichte der Philosophie 86 (3):233-256.
    In this paper, I explore the origins of the ‘problem of universals’. I argue that the problem has come to be badly formulated and that consideration of it has been impeded by falsely supposing that Platonic Forms were ever intended as an alternative to Aristotelian universals. In fact, the role that Forms are supposed by Plato to fulfill is independent of the function of a universal. I briefly consider the gradual mutation of the problem in the Academy, in Alexander of (...)
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  • Plato’s Timaeus and the Limits of Natural Science.Ian MacFarlane - 2023 - Apeiron 56 (3):495-517.
    The relationship between mind and necessity is one of the major points of difficulty for the interpretation of Plato’s Timaeus. At times Timaeus seems to say the demiurge is omnipotent in his creation, and at other times seems to say he is limited by pre-existing matter. Most interpretations take one of the two sides, but this paper proposes a novel approach to interpreting this issue which resolves the difficulty. This paper suggests that in his speech Timaeus presents two hypothetical models (...)
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  • Il proemio di Timeo: struttura, contenuto e funzione.Franco Ferrari - 2023 - Méthexis 35 (1):29-52.
    In the proem that precedes the account of the generation of the world, Timaeus provides very important elements for understanding the discourse he is about to delivery. It is a complex text that displays at least three different levels: dialectical, analogical (or metaphorical) and epistemological. In the dialectical section, Timaeus establishes that the sensible universe is a generated reality and as such has a cause; in the metaphorical section, he indicates the analogical schemes he will use to explain the genesis (...)
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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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  • Plato’s Error and a Mean Field Formula for Convex Mosaics.Gábor Domokos & Zsolt Lángi - 2022 - Axiomathes 32 (5):889-905.
    Plato claimed that the regular solids are the building blocks of all matter. His views, commonly referred to as the geometric atomistic model, had enormous impact on human thought despite the fact that four of the five Platonic solids can not fill space without gaps. In this paper we quantify these gaps, showing that the errors in Plato’s estimates were quite small. We also develop a mean field approximation to convex honeycombs using a generalized version of Plato’s idea. This approximation (...)
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  • The Motion of Intellect On the Neoplatonic Reading of Sophist 248e-249d.Eric D. Perl - 2014 - International Journal of the Platonic Tradition 8 (2):135-160.
    This paper defends Plotinus’ reading ofSophist248e-249d as an expression of the togetherness or unity-in-duality of intellect and intelligible being. Throughout the dialogues Plato consistently presents knowledge as a togetherness of knower and known, expressing this through the myth of recollection and through metaphors of grasping, eating, and sexual union. He indicates that an intelligible paradigm is in the thought that apprehends it, and regularly regards the forms not as extrinsic “objects” but as the contents of living intelligence. A meticulous reading (...)
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  • Il bello in Aristotele. Fisica, matematica, filosofia prima.Lisa Bressan - unknown
    The work analyses the meaning of the concept of beauty in Aristotle's philosophy, in particular in theoretical sciences: physics, mathematics, first philosophy.
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