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  1. Stoic Logic.Katerina Ierodiakonou - 2018 - In Sean D. Kirkland & Eric Sanday (eds.), A Companion to Ancient Philosophy. Evanston, Illinois: Northwestern University Press. pp. 505–529.
    This chapter contains sections titled: Introduction The Stoic Logical System Conclusion Bibliography.
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  • Simplicius on the Individuation of Material Substances.Marina Schwark - 2019 - Elenchos: Rivista di Studi Sul Pensiero Antico 40 (2):401-429.
    In his commentary on Physics I 9, Simplicius claims that individual forms individuate matter. Given that in the same text he calls the immanent form ‘universal,’ it seems reasonable to conclude that the individual forms are individual instances of one universal species–form. However, Simplicius also mentions accidental properties that are peculiar to form rather than to matter. On the basis of Simplicius’ commentaries on the Categories and on the Physics, I argue that the individuating accidents are not part of the (...)
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  • A Case Study of How Natural Phenomena Were Justified in Medieval Science: The Situation of Annular Eclipses in Medieval Astronomy.S. Mohammad Mozaffari - 2014 - Science in Context 27 (1):33-47.
    ArgumentThe present paper is an attempt to understand how medieval astronomers working within the Ptolemaic astronomical context in which the annular eclipse is an unjustified and impossible phenomenon, could know, define, justify, and later make attempts that led to success in predicting annular solar eclipses. As a context-based study, it reviews the situation of annular eclipses with regard to the medieval hypotheses applied to the calculation of the angular diameters of the sun and the moon, which was basic for contemplating (...)
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  • Aristotle's universe: Its form and matter.Mohan Matthen & R. J. Hankinson - 1993 - Synthese 96 (3):417 - 435.
    It is argued that according to Aristotle the universe is a single substance with its own form and matter.
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  • How many gods and how many spheres? Aristotle misunderstood as a monotheist and an astronomer in_ _ _Metaphysics_ _ _Λ 8.Pantelis Golitsis - forthcoming - Archiv für Geschichte der Philosophie.
    Although Aristotle’sMetaphysicsreceived much attention in the nineteenth and the twentieth centuries, scholars and historians of science were not particularly interested in clarifying the aim of Aristotle’s appeal to astronomy in Λ 8. Read with monotheistic prejudices, this chapter was quickly abandoned by Aristotelian scholars as a gratuitous insertion, which downgrades Aristotle’s God for the sake of some supplementary principles, whose existence was dictated by celestial mechanics. On the other hand, historians of astronomy read the astronomical excursus as providing a picture (...)
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  • Creatio ex nihilo – a genuinely philosophical insight derived from Plato and Aristotle? Some notes on the treatise on the harmony between the two Sages.Benjamin Gleede - 2012 - Arabic Sciences and Philosophy 22 (1):91-117.
    The article aims at demonstrating that in attributing the creatio ex nihilo to both Plato and Aristotle as their unanimous philosophical conviction the Treatise on the Harmony between the Two Sages deeply depends upon the Neoplatonic reading of those two philosophers. The main obstacles for such a view in the works of the two sages are Plato's assumption of a precosmic chaos in the Timaeus and Aristotle's denial of any efficient causality to the unmoved mover in the Metaphysics. Both of (...)
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  • Aspects of Aristotelian statics in Galileo's dynamics.J. De Groot - 2000 - Studies in History and Philosophy of Science Part A 31 (4):645-664.
    This paper examines geometrical arguments from Galileo's Mechanics and Two New Sciences to discern the influence of the Aristotelian Mechanical Problems on Galileo's dynamics. A common scientific procedure is found in the Aristotelian author's treatment of the balance and lever and in Galileo's rules concerning motion along inclined planes. This scientific procedure is understood as a development of Eudoxan proportional reasoning, as it was used in Eudoxan astronomy rather than simply as it appears in Euclid's Elements. Topics treated include the (...)
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  • The first Copernican was Copernicus: the difference between Pre-Copernican and Copernican heliocentrism.Christián C. Carman - 2018 - Archive for History of Exact Sciences 72 (1):1-20.
    It is well known that heliocentrism was proposed in ancient times, at least by Aristarchus of Samos. Given that ancient astronomers were perfectly capable of understanding the great advantages of heliocentrism over geocentrism—i.e., to offer a non-ad hoc explanation of the retrograde motion of the planets and to order unequivocally all the planets while even allowing one to know their relative distances—it seems difficult to explain why heliocentrism did not triumph over geocentrism or even compete significantly with it before Copernicus. (...)
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  • Simplicius and the early history of greek planetary theory.Alan C. Bowen - 2002 - Perspectives on Science 10 (2):155-167.
    : In earlier work, Bernard R. Goldstein and the present author have introduced a procedural rule for historical inquiry, which requires that one take pains to establish the credibility of any citation of ancient thought by later writers in antiquity through a process of verification. In this paper, I shall apply what I call the Rule of Ancient Citations to Simplicius' interpretation of Aristotle's remarks in Meta L. 8, which is the primary point of departure for the modern understanding of (...)
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  • L’Académie et les géomètres.Thomas El Murr Bénatouïl - 2010 - Philosophie Antique 10:41-80.
    L’article met en lumière la continuité intellectuelle de l’Académie à propos d’une question précise, les rapports entre philosophie et géométrie. On soutient d’abord que, dans les livres VI-VII de la République, Platon ne cherche pas à réformer les pratiques des géomètres mais identifie les contraintes incontournables de leurs raisonnements (constructions, hypothèses), qui constituent et limitent leur objectivité. On montre ensuite que cette analyse constitue le cadre des réflexions académiciennes ultérieures sur la géométrie. Speusippe reprend et développe l’analyse platonicienne des constructions (...)
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  • Aristote, De Cœlo, I 9 : l’identité des « êtres de là‑bas ».Fabienne Baghdassarian - 2011 - Philosophie Antique 11:175-203.
    Il est relativement peu de textes qui, dans le De Cœlo, témoignent de l’existence de réalités incorporelles transcendantes à l’ordre astral. La conclusion, sur laquelle se referme la démonstration de l’unicité du ciel en I 9, est-elle de ceux‑là? Les « êtres de là-bas » y désignent-ils les réalités sidérales les plus hautes ou certaines instances hypercosmiques? C’est à l’identification de ces êtres qu’il s’agit ici de procéder. En montrant que convergent ensemble les indices textuels du passage et son homogénéité (...)
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