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  1. Two Unresolved Difficulties in the Line and Cave.J. S. Morrison - 1977 - Phronesis 22 (3):212 - 231.
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  • (2 other versions)Plato's Theory of Ideas.David Ross - 1953 - Revue Philosophique de la France Et de l'Etranger 143:455-456.
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  • (1 other version)Aristotle's Metaphysics. Aristotle - 1966 - Clarendon Press.
    Joe Sachs has followed up his brilliant translation of Aristotle's Physics with a new translation of Metaphysics. Sachs's translations bring distinguished new light onto Aristotle's works, which are foundational to history of science. Sachs translates Aristotle with an authenticity that was lost when Aristotle was translated into Latin and abstract Latin words came to stand for concepts Aristotle expressed with phrases in everyday Greek language. When the works began being translated into English, those abstract Latin words or their cognates were (...)
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  • Platonis Opera: Tetralogiam Ix Definitiones Et Spuria Continens.John Plato & Burnet - 1900 - E Typographeo Clarendoniano.
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  • Plato Republic.James Plato, D. A. Adam & Rees - 1993 - London: Methuen. Edited by Floyer Sydenham, Thomas Taylor, W. H. D. Rouse & Ernest Barker.
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  • Plato’s Divided Line.Nicholas D. Smith - 1996 - Ancient Philosophy 16 (1):25-46.
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  • Plato's Simile of Light. Part I. The Similes of The Sun and The Line.A. S. Ferguson - 1921 - Classical Quarterly 15 (3-4):131-.
    No part ot Plato's writings has been more debated than the three similes in Books VI.-VII. of the Republic, and still there is a diversity of opinion about their meaning. I believe that most of these difficulties arise from certain assumptions about their purpose which need revision. The current view applies the Cave to the Line, as Plato seems to direct, and this application, which is itself attended by considerable difficulties, leads to an assimilation of the two figures till they (...)
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  • (1 other version)Plato's mathematical imagination.Robert Sherrick Brumbaugh - 1954 - Bloomington,: Indiana University Press.
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  • Philosophy of mathematics and deductive structure in Euclid's Elements.Ian Mueller - 1981 - Mineola, N.Y.: Dover Publications.
    A survey of Euclid's Elements, this text provides an understanding of the classical Greek conception of mathematics and its similarities to modern views as well as its differences. It focuses on philosophical, foundational, and logical questions — rather than strictly historical and mathematical issues — and features several helpful appendixes.
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  • Analysis in greek geometry.Richard Robinson - 1936 - Mind 45 (180):464-473.
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  • (1 other version)Aristotle's Posterior Analytics.Jonathan Barnes - 1978 - Mind 87 (345):128-129.
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  • The ‘square itself’ and ‘diagonal itself’ in Republic 510d.Moon-Heum Yang - 1999 - Ancient Philosophy 19 (1):31-35.
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  • Platon et la Géométrie : la méthode dialectique en République 509d–511e.Yvon Lafrance - 1980 - Dialogue 19 (1):46-93.
    Dans un célèbre ouvrage surContemplation et Vie contemplative selon Platon, A.J. Festugière donnait de la dialectique platonicienne une interprétation selon laquelle celle-ci constituait une véritable expérience mystique possédant presque tous les traits de la contemplation chrétienne. La dialectique platonicienne y était présentée, surtout dans son acte final, comme une sorte d'extase, une union d'ordre mystique, un contact de l'âme perdue dans son objet, contact qui suscite en elle un sentiment qui dépasse tout l'ordre normal de la connaissance. Le Bien ou (...)
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  • Plato's theory of ideas.William David Ross - 1951 - Westport, Conn.: Greenwood Press.
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  • Philosophy of Mathematics and Deductive Structure of Euclid 's "Elements".Ian Mueller - 1983 - British Journal for the Philosophy of Science 34 (1):57-70.
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  • On the ”Intermediates“.Julia Annas - 1975 - Archiv für Geschichte der Philosophie 57 (2):146-166.
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  • Greek Geometrical Analysis.Norman Gulley - 1958 - Phronesis 3 (1):1-14.
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  • (1 other version)Plato's philosophy of mathematics.ANDERS WEDBERG - 1955 - Revue de Métaphysique et de Morale 63 (1):119-120.
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  • (1 other version)Aristotle's Posterior Analytics.Jonathan Barnes - 1977 - Zeitschrift für Philosophische Forschung 31 (2):316-320.
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  • Platon und die Formen des Wissens.Wolfgang Wieland - 1984 - Zeitschrift für Philosophische Forschung 38 (3):479-482.
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  • (1 other version)Plato's Philosophy of Mathematics.ANDERS WEDBERG - 1955 - Philosophy 32 (123):369-370.
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  • (1 other version)A Study in Plato.W. F. R. Hardie - 1937 - Philosophy 12 (46):237-238.
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  • Philosophy of Mathematics and Deductive Structure of Euclid 's "Elements".Michael Boylan - 1983 - Philosophy of Science 50 (4):665-668.
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  • Plato's Philosophy of Mathematics.B. F. McGuinness - 1959 - Philosophical Review 68 (3):389.
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  • Book Review:Plato's Theory of Ideas. David Ross. [REVIEW]Glenn R. Morrow - 1951 - Ethics 62 (2):147-.
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  • Plato's thought in the making: a study of the development of his metaphysics.J. E. Raven - 1965 - Westport, Conn.: Greenwood Press.
    This book is an anthology of Plato's writings, connected with sections of commentary.
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  • Should Plato’s Line Be Divided in the Mean and Extreme Ratio?Yuri Balashov - 1994 - Ancient Philosophy 14 (2):283-295.
    Des Jardins (1976) and Dreher (1990) have suggested that Plato's Line should be thought of as divided in the mean and extreme ('golden') ratio. I examine their arguments, as well as other reasons that could be brought up in support of the 'golden division' of the Line, and show that all of them are wanting.
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  • (1 other version)La théorie platonicienne des idées et des nombres d'après Aristote. Étude historique et critique.Léon Robin - 1963 - Les Etudes Philosophiques 18 (3):375-375.
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  • (1 other version)A Study in Plato. [REVIEW]R. S. - 1937 - Journal of Philosophy 34 (6):156.
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  • Plato's Thought in the Making. [REVIEW]Christopher Kirwan - 1968 - Philosophical Review 77 (3):364-366.
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  • Aristotle: Posterior Analytics.John W. Konkle - 1995 - Philosophical Quarterly 45 (181):510.
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  • (1 other version)Plato’s Earlier Dialectic. By Richard Robinson. (Oxford: Clarendon Press. Second edition. 1953. Pp. vii + 286. Price 25s). [REVIEW]D. J. Allan - 1953 - Philosophical Quarterly 4 (17):373-374.
    Following strict rules of interpretation, this book focuses on the ideas in Plato's early and middle dialogues that lie within the fields now called logic and methodology, specifically elenchus and dialectic and the method of hypothesis.
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  • The Method of Analysis: Its Geometrical Origin and Its General Significance. [REVIEW]Ian Mueller - 1976 - Journal of Philosophy 73 (6):158-162.
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  • The Driving Ratio in Plato’s Divided Line.John Paul Dreher - 1990 - Ancient Philosophy 10 (2):159-172.
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  • Plato's Earlier Dialectic.Jason Xenakis - 1955 - Philosophy and Phenomenological Research 15 (3):436-437.
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  • Plato's Mathematical Imagination. The Mathematical Passages in the Dialogues and Their Interpretation. [REVIEW]H. G. Apostle - 1956 - Journal of Philosophy 53 (13):415-418.
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  • Platon und die Formen Des Wissens. [REVIEW]Dorothea Frede - 1986 - Philosophical Review 95 (3):464-467.
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  • A Study in Plato. [REVIEW]Raphael Demos - 1938 - Philosophical Review 47 (3):316-318.
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  • (1 other version)Greek philosophy: Thales to Plato.John Burnet - 1968 - New York,: St. Martin's Press.
    PREFACE: THE preparation of this volume was undertaken some years ago, but was interrupted by my work on the Lexicon Platonicum which has proved a more ...
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  • Plato's Republic: A Philosophical Commentary. [REVIEW]Raphael Demos - 1966 - Philosophical Review 75 (3):405-407.
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  • (1 other version)Three platonic analogies.Robert J. Fogelin - 1971 - Philosophical Review 80 (3):371-382.
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  • Plato's philosophy of mathematics.Anders Wedberg - 1977 - Westport, Conn.: Greenwood Press.
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  • Plato and the mathematicians: An examination of professor Hare's views.C. C. W. Taylor - 1967 - Philosophical Quarterly 17 (68):193-203.
    197: on logon didonai as giving a proof. In answer to Plato's charge that mathematicians take as their starting point certain unproved assumptions, and call upon them to "give an account" of them in the sense of deriving them from some more basic principle or principles.
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