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The Gallo-Roman Dodecahedron

  • The Mathematical Tourist
  • Dirk Huylebrouck, Editor
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References

  1. B. Artmann, Euclid. The Creation of Mathematics (corrected second printing, 2001) 305–308.—B. Artmann: Roman Dodecahedra, The Mathematical Intelligencer 15(2), 1993, 52–53.

  2. B. Artmann: A Roman Icosahedron Discovered, American Math. Monthly 103(2), 1996, 132–133.

  3. J. de Saint-Venant, Dodécaèdres perlés en bronze creux ajouré de l’époque gallo-romaine (1907).

  4. B. A. Greiner, Römische Dodekaeder. Untersuchungen zur Typologie, Herstellung, Verbreitung und Funktion, Carnuntum Jahrbuch 1995 (1996), 9–44.

  5. M. Guggenberger, Die römischen Dodekaeder. Eine Gesamtdarstellung (thesis, University of Innsbruck, 1999), 229 pages including 132 figures, 28 tables.—M. Guggenberger: Etwas Gewisses hievon zu bestimmen waere ein Gewagtes. 260 Jahre Dodekaeder-Forschung, Veröffentlichungen des Tiroler Landesmuseum Ferdinandeum 80, 2000, 67–84.

  6. M. Guggenberger, Zwei römische Dodekaeder in Enns, Mitteilungen des Museumvereines Lauriacum—Enns, issue 38, 2000, 15–18.

  7. C. L. Joost-Gaugier, Measuring Heaven. Pythagoras and His Influence on Thought and Art in Antiquity and the Middle Ages (2007).

  8. D. Huylebrouck, Tourist Anecdotes, in The Mathematical Intelligencer 34(4), Winter 2012, 53–55.

  9. e.g., F. Kurzweil, Das Pentagondodekaeder des Museum Carnuntinum und seine Zweckbestimmung, Carnuntum Jahrbuch 1956 (1957) 23–29.—G. Wagemans, Was de Romeinse Pentagon-dodecaeder een astronomisch meetinstrument voor het bepalen van de zaaidatum?, Oudheidkundige Mededelingen 77, 1997, 159–172.—A. C. Sparavigna, A Roman Dodecahedron for measuring distance, arXiv, April 29 (2012) 1204.6497.

  10. North: Minutes of the Society of Antiquaries of London 3, 1739, 223.

  11. R. Nouwen, De Romeinse Pentagon-dodecaeder. Mythe en enigma, Publikaties van het Provinciaal Gallo-Romeins Museum te Tongeren 45 (1993).

  12. R. Pirling, Die Fränkischen Altertümer des Rheinlandes 13 (1989) table 153.—cf. Alfons Kolling, Stiftung Römermuseum Homburg-Saarpfalz (Hrsg.): Die Römerstadt in Homburg-Schwarzenacker (1993), 124.

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Correspondence to Michael Guggenberger.

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Does your hometown have any mathematical tourist attractions such as statues, plaques, graves, the café where the famous conjecture was made, the desk where the famous initials are scratched, birthplaces, houses, or memorials? Have you encountered a mathematical sight on your travels? If so, we invite you to submit an essay to this column. Be sure to include a picture, a description of its mathematical significance, and either a map or directions so that others may follow in your tracks.

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Guggenberger, M. The Gallo-Roman Dodecahedron. Math Intelligencer 35, 56–60 (2013). https://doi.org/10.1007/s00283-013-9403-7

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