55 found
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  1.  40
    Plato's Astronomy.Ivor Bulmer-Thomas - 1984 - Classical Quarterly 34 (01):107-.
    In one of the most disputed passages of Greek literature Plato in the Republic, 7. 528e–530c prescribes astronomy as the fourth study in the education of the Guardians. But what sort of astronomy? According to one school of thought it is a purely speculative study of bodies in motion having no relation to the celestial objects that we see. While this interpretation has rejoiced the hearts of Plato's detractors, who regard him as an obstacle to the progress of science, it (...)
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  2.  10
    The Birth of Mathematics in the Age of Plato.Ivor Bulmer-Thomas & Francois Lasserre - 1966 - Philosophical Quarterly 16 (64):270.
  3.  31
    Kurt Vogel: Kleinere Schriften zur Geschichte der Mathematik . Pp. xlvii + 413; vii + 414–884; illustrations. Stuttgart: Franz Steiner, 1988. Paper, DM 150. [REVIEW]Ivor Bulmer-Thomas - 1990 - The Classical Review 40 (1):190-190.
  4.  49
    The Ethics of Geometry: A Genealogy of Modernity. [REVIEW]Ivor Bulmer-Thomas - 1990 - The Classical Review 40 (2):524-525.
  5.  48
    The Budé Archimedes Ii and Iii. [REVIEW]Ivor Bulmer-Thomas - 1974 - The Classical Review 24 (2):200-201.
  6.  44
    Euclid: Elements Vii–Ix. [REVIEW]Ivor Bulmer-Thomas - 1975 - The Classical Review 25 (1):13-14.
  7.  36
    Ancient and Medieval Geometry. [REVIEW]Ivor Bulmer-Thomas - 1991 - The Classical Review 41 (1):210-212.
  8.  34
    Hipparchus as Geographer. [REVIEW]Ivor Bulmer-Thomas - 1961 - The Classical Review 11 (2):123-124.
  9.  33
    Mathematical Thought in Antiquity. [REVIEW]Ivor Bulmer-Thomas - 1958 - The Classical Review 8 (3-4):245-246.
  10.  30
    Coloured Quadrangles. A Guide to the Tenth Book of Euclid's Elements. [REVIEW]Ivor Bulmer-Thomas - 1983 - The Classical Review 33 (1):143-144.
  11.  6
    Plato's Astronomy.Ivor Bulmer-Thomas - 1984 - Classical Quarterly 34 (1):107-112.
    In one of the most disputed passages of Greek literature Plato in the Republic, 7. 528e–530c prescribes astronomy as the fourth study in the education of the Guardians. But what sort of astronomy? According to one school of thought it is a purely speculative study of bodies in motion having no relation to the celestial objects that we see. While this interpretation has rejoiced the hearts of Plato's detractors, who regard him as an obstacle to the progress of science, it (...)
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  12.  28
    Boethian Number Theory. [REVIEW]Ivor Bulmer-Thomas - 1985 - The Classical Review 35 (1):86-87.
  13.  34
    Pythagoras Redivivus. [REVIEW]Ivor Bulmer-Thomas - 1990 - The Classical Review 40 (1):77-79.
  14.  25
    Nicéphore Grégoras. Calcul de l'Éclipse du Soleil du 16 Juillet 1330. [REVIEW]Ivor Bulmer-Thomas - 1984 - The Classical Review 34 (2):363-364.
  15.  24
    La Géographie des Grecs. [REVIEW]Ivor Bulmer-Thomas - 1978 - The Classical Review 28 (1):194-195.
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  16.  30
    The Theology of Arithmetic. [REVIEW]Ivor Bulmer-Thomas - 1989 - The Classical Review 39 (2):266-267.
  17.  23
    Apollonius From the Arabic. [REVIEW]Ivor Bulmer-Thomas - 1991 - The Classical Review 41 (2):313-314.
  18.  33
    Stoic Cosmology Richard Goulet: Cléomède: Théorie Élémentaire. (Histoire des Doctrines de l'Antiquité Classique.) Pp. X + 274; 31 Diagrams, 1 Map. Paris: Librairie Philosophique J. Vrin, 1980. Paper. [REVIEW]Ivor Bulmer-Thomas - 1981 - The Classical Review 31 (02):277-278.
  19.  18
    La théorie platonicienne des nombres.Ivor Bulmer-Thomas, Thomas Auffret & Marwan Rashed - 2018 - Les Etudes Philosophiques 175 (1):101.
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  20.  22
    Heliodori, Ut Dicitur, in Paulum Alexandrinum Commentarium. [REVIEW]Ivor Bulmer-Thomas - 1963 - The Classical Review 13 (3):346-347.
  21.  46
    Proclus on Euclid I Glenn R. Morrow: Proclus, Commentary on the First Book of Euclid's Elements. Translated with Introduction and Notes. Pp. Xlvi+356. Princeton: University Press. (London: Oxford University Press). 1970. Cloth, £6·50. [REVIEW]Ivor Bulmer-Thomas - 1972 - The Classical Review 22 (03):345-347.
  22.  20
    Greek Mathematical Terminology. [REVIEW]Ivor Bulmer-Thomas - 1960 - The Classical Review 10 (2):121-123.
  23.  37
    Later Greek Geometry G. L. Huxley: Anthemius of Tralles. A Study in Later Greek Geometry. (Greek, Roman, and Byzantine Studies.) Pp. 62. Cambridge, Mass.: Privately Printed, 1959. Paper. [REVIEW]Ivor Bulmer-Thomas - 1961 - The Classical Review 11 (01):38-39.
  24.  29
    Diophantus Arabus Roshdi Rashed: Diophante, Les Arithmétiques, Tome III: livre iv; Tome IV: livres v, vi, vii. (Collection Budé.) Pp. ccix + 163 (1–98 double), 4 plates; cxxxiv + 197 (1–120 double). Paris: Les Belles Lettres, 1984. 250 frs. each. [REVIEW]Ivor Bulmer-Thomas - 1985 - The Classical Review 35 (02):255-258.
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  25.  11
    Reinhard Seide: Die mathematischen Steelen bei Plutarch. Diss. Regensburg. Pp. v + 180; mathematical diagrams. Wenzenbach: R. Seide, 1981. Paper. [REVIEW]Ivor Bulmer-Thomas - 1983 - The Classical Review 33 (1):143-143.
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  26.  38
    Homocentric Spheres Erkka Maula: Studies in Eudoxus' Homocentric Spheres. (Commentationes Humanarum Litterarum, 50.) Pp. 124. Helsinki: Societas Scientiarum Fennica, 1974. Paper, FM. 25. [REVIEW]Ivor Bulmer-Thomas - 1977 - The Classical Review 27 (01):43-44.
  27.  26
    Ptolemy's Optics Albert Lejeune: L'Optique de Claude Ptolémée Dans la Version Latine d'Après l'Arabe de l'Émir Eugène de Sicile, Édition Critique Et Exégétique. Pp. 132+360; 100 Figs. Louvain: Publications Universitaires, 1956. Paper, 420 B. Fr. [REVIEW]Ivor Bulmer-Thomas - 1958 - The Classical Review 8 (02):127-128.
  28.  31
    Diophantus Arabus.Ivor Bulmer-Thomas - 1985 - The Classical Review 35 (02):255-.
  29.  23
    The Budé Archimedes Ii and Iii.Ivor Bulmer-Thomas - 1974 - The Classical Review 24 (02):200-.
  30.  30
    Science in Plato John P. Anton (Ed.): Science and the Sciences in Plato. Pp. Xvi + 128. New York: Eidos, 1980.Ivor Bulmer-Thomas - 1982 - The Classical Review 32 (02):197-198.
  31.  30
    Pythagoras Redivivus Dominic J. O'Meara: Pythagoras Revived: Mathematics and Philosophy in Late Antiquity. Pp. Xii + 251. Oxford: Clarendon Press, 1989. £27.50. [REVIEW]Ivor Bulmer-Thomas - 1990 - The Classical Review 40 (01):77-79.
  32.  30
    The Theology of Arithmetic Robin Waterfield (Tr.): The Theology of Arithmetic. On the Mystical, Mathematical and Cosmological Symbolism of the First Ten Numbers. Attributed to Iamblichus. Foreword by Keith Critchlow. (Kairos.) Pp. 130; Mathematical Diagrams. Grand Rapids, Michigan: Phanes Press, 1988. $25.00 (Paper, $13.95). [REVIEW]Ivor Bulmer-Thomas - 1989 - The Classical Review 39 (02):266-267.
  33.  27
    Stoic Cosmology.Ivor Bulmer-Thomas - 1981 - The Classical Review 31 (02):277-.
  34.  24
    Paulus Alexandrinus E. Boer: Pouli Alexandrini Εσαγωγικ. (Scr. Gr. et Rom. Bibl. Teubneriana.) Pp. xxvi+181. Leipzig: Teubner, 1958. Cloth, DM. II.60. [REVIEW]Ivor Bulmer-Thomas - 1960 - The Classical Review 10 (03):217-219.
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  35.  24
    Greek Mathematics Árpad Szabó: The Beginnings of Greek Mathematics. (Synthese Historical Library, 17.) Pp. 358. Dordrecht (Holland), Boston (U.S.A.): 1978. Fl. 100, U.S.$47.50. [REVIEW]Ivor Bulmer-Thomas - 1980 - The Classical Review 30 (01):123-124.
  36.  23
    The Almagest G. J. Toomer: Ptolemy's Almagest. Translated and Annotated. (Duckworth Classical, Medieval and Renaissance Editions.) Pp. X + 604; Mathematical Diagrams. London: Duckworth, 1984. £55. [REVIEW]Ivor Bulmer-Thomas - 1984 - The Classical Review 34 (02):299-302.
  37.  21
    Ancient Geometry Wilbur Richard Knorr: The Ancient Tradition of Geometric Problems. Pp. Ix + 411; 10 Plates and Many Mathematical Diagrams. Boston, Basle and Stuttgart: Birkhäuser, 1986. $69. [REVIEW]Ivor Bulmer-Thomas - 1989 - The Classical Review 39 (02):364-365.
  38.  9
    Paulus Alexandrinus. [REVIEW]Ivor Bulmer-Thomas - 1960 - The Classical Review 10 (3):217-219.
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  39.  5
    Thekla Horowitz: Vom Logos zur Analogic Die Geschichte eines mathematischen Terminus. Pp. 198. Zurich: Hans Rohr, 1978. Paper. [REVIEW]Ivor Bulmer-Thomas - 1980 - The Classical Review 30 (2):318-318.
  40.  17
    Reinhard Seide: Die mathematischen Steelen bei Plutarch. Diss. Regensburg. Pp. v + 180; mathematical diagrams. Wenzenbach: R. Seide, 1981. Paper. (Obtainable gratis from Dr R. Seide, Bergstr. 6, 8411 Wenzenbach/OPF, W. Germany.). [REVIEW]Ivor Bulmer-Thomas - 1983 - The Classical Review 33 (01):143-.
  41.  8
    Diophantus Arabus. [REVIEW]Ivor Bulmer-Thomas - 1985 - The Classical Review 35 (2):255-258.
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  42.  15
    Thekla Horowitz: Vom Logos zur Analogic Die Geschichte eines mathematischen Terminus. Pp. 198. Zurich: Hans Rohr, 1978. Paper. [REVIEW]Ivor Bulmer-Thomas - 1980 - The Classical Review 30 (02):318-.
  43.  7
    Kleinere Schriften Zur Geschichte der Mathematik. [REVIEW]Ivor Bulmer-Thomas - 1990 - The Classical Review 40 (1):190-190.
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  44.  7
    Proclus on Euclid I. [REVIEW]Ivor Bulmer-Thomas - 1972 - The Classical Review 22 (3):345-347.
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  45.  4
    Ancient Geometry. [REVIEW]Ivor Bulmer-Thomas - 1989 - The Classical Review 39 (2):364-365.
  46.  4
    Greek Mathematics. [REVIEW]Ivor Bulmer-Thomas - 1980 - The Classical Review 30 (1):123-124.
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  47.  4
    Homocentric Spheres. [REVIEW]Ivor Bulmer-Thomas - 1977 - The Classical Review 27 (1):43-44.
  48.  4
    Stoic Cosmology. [REVIEW]Ivor Bulmer-Thomas - 1981 - The Classical Review 31 (2):277-278.
  49.  22
    Plato's Theory of Number.Ivor Bulmer-Thomas - 1983 - Classical Quarterly 33 (02):375-.
    In a well-known passage Aristotle ascribes to Plato, or as some think to his followers, the dictum, γρ ριθμóς στιν κ νòς κα τς ορίστον , ‘Number is from the one and the undetermined dyad ’, but what this apparently simple statement means has remained a mystery until modern times. In other passages Aristotle expands it to explain that the indefinite duality is a duality of the great and small, e.g., ς μν ον λην τò μγα κα τò μικρòν εναι (...)
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  50.  3
    Plato's Theory of Number.Ivor Bulmer-Thomas - 1983 - Classical Quarterly 33 (2):375-384.
    In a well-known passage Aristotle ascribes to Plato, or as some think to his followers, the dictum, γρ ριθμóς στιν κ νòς κα τς ορίστον, ‘Number is from the one and the undetermined dyad ’, but what this apparently simple statement means has remained a mystery until modern times. In other passages Aristotle expands it to explain that the indefinite duality is a duality of the great and small, e.g., ς μν ον λην τò μγα κα τò μικρòν εναι ρχς, (...)
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