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Determining the Use of Mathematical Geometry in the Ancient Greek Method of Design

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References

  • Aboav, David. “Euclid’s book on divisions of figures: a conjecture as to its origin,” Archive History of Exact Sciences, 62 (2008), no. 6, 603–612.

  • Ambrosi, Gerhard Michael. “Pre-Euclidean geometry and Aeginetan coin design: some further remarks,” Archive History of Exact Sciences, 66 (2012), no. 5, 557–583.

  • Artmann, Benno. “Mathematical motifs on Greek coin,” The Mathematical Intelligencer, 12 (1990), no. 4, 43–50.

  • Artmann, Benno. “Euclid’s ‘elements’ and its prehistory,” Apeiron: A Journal for Ancient Philosophy and Science, 24 (December 1991), no. 4, 1–47.

  • Burkert, Walter. Lore and Science in Ancient Pythagoreanism, Harvard University Press, 1972.

  • Davis, Norman. Greek Coins & Cities, Spink & Son, Ltd., London, 1967.

  • Edgett, George L. “The irrational number,” National Mathematics Magazine, 9 (April 1935), no. 7, 193–196.

  • Heath, T. L. A Manual of Greek Mathematics, Oxford, 1931.

  • Heath, T. “Greek mathematics and science,” The Mathematical Gazette, 32 (July 1948), no. 300, 120–133.

  • Heath, T. The Thirteen Books of Euclid’s Elements, translated from the text of Heiberg with introduction and commentary by Sir Thomas L. Heath, 2nd ed., revised with additions, Vol. II, Books III–IX, Dover Publications, New York, Dover 1956 (1908).

  • Herz-Fischler, Roger. “Proportions in the architecture curriculum,” Nexus Network Journal, 3 (2001), no. 2, 163–185.

  • Hobson, E. W. “Squaring the Circle: A History of the Problem,” Squaring the Circle and Other Monographs, Chelsea Publishing Co., 1913.

  • Hon, Giora, and Bernard R. Goldstein. “From Summetria to Symmetry: The Making of a Revolutionary Scientific Concept,” Vol. 20, Archimedes, Springer Science+Business Media B.V., 2008.

  • Høyrup, Jens. “MathSciNet,” American Mathematical Society, Mathematical Reviews, MR2957009 (Review) 01A20.

  • Kraay, Colin M. “Archaic and Classical Greek Coins,” Methuen & Co. Ltd., London, 1976.

  • Kroll, John H., and Nancy M. Waggoner. “Dating the earliest coins of Athens, Corinth and Aegina,” American Journal of Archaeology, 88 (July 1984), no. 3, 325–340.

  • Neugebauer, O. “Mathematische Keilschrift-Texte,” 2 Vols., Heidelberg: Springer (1935); Reprint 1973. Vol. 1, p. 137.

  • Pollio, Marcus Vitruvius. “De Architectura,” Book 3, translated by Morris Hicky Morgan, Harvard University Press, 1914.

  • Seltman, Charles. “Greek Coins,” London: Spink (1977; 1st Edition 1933).

  • Sheedy, Kenneth. “Aegina, the Cyclades, and Crete,” The Oxford Handbook of Greek and Roman Coinage, William Metcalf, ed., Oxford University Press, 2012, pp. 106–109.

  • Sutherland, C. H. V. “Corn and coin: a note on Greek commercial monopolies,” The American Journal of Philology, 64 (1943), no. 2, 129–147.

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Correspondence to Drew M. Ross.

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Ross, D.M. Determining the Use of Mathematical Geometry in the Ancient Greek Method of Design. Math Intelligencer 38, 17–28 (2016). https://doi.org/10.1007/s00283-015-9595-0

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