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  1. The Parthenon and liberal education.Geoff Lehman - 2018 - Albany: SUNY Press. Edited by Michael Weinman.
    Discusses the importance of the early history of Greek mathematics to education and civic life through a study of the Parthenon and dialogues of Plato.
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  • Phainomena e explicação na Ética Eudêmia de Aristóteles.Raphael Zillig - 2014 - In Zillig Raphael (ed.), Conocimiento, ética y estética en la Filosofía Antigua: Actas del II Simposio Nacional de Filosofía Antigua. Asociación Argentina de Filosofía Antigua. pp. 330-336.
  • Les stoïciens et Platon – monistes ou dualistes?Vladimír Mikeš - 2020 - Archiv für Geschichte der Philosophie 102 (2):299-323.
    The Stoics’ way of presenting principles – the active and the passive – is ambiguous because they say that principles are two while also suggesting that they are inseparable and thus interdependent. This ambiguity cannot be resolved in favour of one or the other side of the dilemma, as is shown by analysis of two possible models of the relations among principles – a causal and a categories-based model. This ambiguity is rather a necessary consequence of the Stoic view of (...)
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  • Rationality, Eros, and Daemonic Influence in the Platonic Theages and the Academy of Polemo and Crates.Kurt Lampe - 2013 - American Journal of Philology 134 (3):383-424.
  • Herennius Pontius: the Construction of a Samnite Philosopher.Phillip Sidney Horky - 2011 - Classical Antiquity 30 (1):119-147.
    This article explores in greater depth the historiographical traditions concerning Herennius Pontius, a Samnite wisdom-practitioner who is said by the Peripatetic Aristoxenus of Tarentum to have been an interlocutor of the philosophers Archytas of Tarentum and Plato of Athens. Specifically, it argues that extant speeches attributed to Herennius Pontius in the writings of Cassius Dio and Appian preserve a philosophy of “extreme proportional benefaction” among unequals. Greek theories of ethics among unequals such as those of Aristotle and Archytas of Tarentum, (...)
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  • Xenocrates and the Two-Category Scheme.Roberto Granieri - 2021 - Apeiron 54 (3):261-285.
    Simplicius reports that Xenocrates and Andronicus reproached Aristotle for positing an excessive number of categories, which can conveniently be reduced to two: τὰ καθ᾽αὑτά and τὰ πρός τι. Simplicius, followed by several modern commentators, interprets this move as being equivalent to a division into substance and accidents. I aim to show that, as far as Xenocrates is concerned, this interpretation is untenable and that the substance-accidents contrast cannot be equivalent to Xenocrates’ per se-relative one. Rather, Xenocrates aimed to stress the (...)
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  • Colloquium 1: Atomism in the Old Academy.John Dillon - 2004 - Proceedings of the Boston Area Colloquium of Ancient Philosophy 19 (1):1-17.
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  • The Goddess Athena as Symbol of Phronesis in Porphyry’s On the Cave of the Nymphs.Nilufer Akcay - 2018 - International Journal of the Platonic Tradition 12 (1):1-12.
    On the Cave of the Nymphs, an allegorical exegesis of Homer’s description of the cave of the nymphs at Odyssey 13.102-112, a passage quoted in full at the beginning of the treatise after the briefest possible indication of the project on which Porphyry is embarking, has been generally given little attention in discussions of Neoplatonic philosophy, as it is deemed to be of little importance for establishing Porphyrian doctrine. However, the treatise contains significant philosophical thoughts on the relationship between the (...)
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  • Rethinking Plato: A Cartesian Quest for the Real Plato.Necip Fikri Alican - 2012 - Amsterdam and New York: Brill | Rodopi.
    This book is a quest for the real Plato, forever hiding behind the veil of drama. The quest, as the subtitle indicates, is Cartesian in that it looks for Plato independently of the prevailing paradigms on where we are supposed to find him. The result of the quest is a complete pedagogical platform on Plato. This does not mean that the book leaves nothing out, covering all the dialogues and all the themes, but that it provides the full intellectual apparatus (...)
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  • Pythagoras.Carl Huffman - 2008 - Stanford Encyclopedia of Philosophy.
  • Pythagoreanism.Carl Huffman - 2008 - Stanford Encyclopedia of Philosophy.
  • Speusippus.Russell Dancy - 2008 - Stanford Encyclopedia of Philosophy.
  • Xenocrates.Russell Dancy - 2008 - Stanford Encyclopedia of Philosophy.
  • Ancient atomism.Sylvia Berryman - 2008 - Stanford Encyclopedia of Philosophy.
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  • The First Principle in Late Neoplatonism: A Study of the One's Causality in Proclus and Damascius.Jonathan Greig - 2017 - Dissertation, Ludwig Maximilian University, Munich
    One of the main issues that dominates Neoplatonism in late antique philosophy of the 3rd–6th centuries A.D. is the nature of the first principle, called the ‘One’. From Plotinus onward, the principle is characterized as the cause of all things, since it produces the plurality of intelligible Forms, which in turn constitute the world’s rational and material structure. Given this, the tension that faces Neoplatonists is that the One, as the first cause, must transcend all things that are characterized by (...)
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  • Monist and Dualist Tendencies in Platonism before Plotinus.John Dillon - 2007 - Schole 1 (1):38-50.
    An article by John Dillon ardues that the Platonism that Plotinus inherits – setting aside Ammonius Saccas, of whom we know all too little – is by the later second century distinctly dualist in tendency, and is able, especially in the case of Plutarch, to quote Plato to its purpose. Plato himself, though, as the author maintains, is, despite appearances to the contrary, what one might term a ‘modified monist’. That is to say, he fully recognizes the degree of imperfection (...)
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  • The theory of ideas and Plato’s philosophy of mathematics.Bogdan Dembiński - 2019 - Philosophical Problems in Science 66:95-108.
    In this article I analyze the issue of many levels of reality that are studied by natural sciences. Particularly interesting is the level of mathematics and the question of the relationship between mathematics and the structure of the real world. The mathematical nature of the world has been considered since ancient times and is the subject of ongoing research for philosophers of science to this day. One of the viewpoints in this field is mathematical Platonism. In contemporary philosophy it is (...)
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