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Original Articles

A New Wrinkle on an Old Folding Problem

Pages 258-263 | Published online: 30 Jan 2018

References

  • Racine Carré, Solution, Journal of Recreational Mathematics, 11 (1979) (3) 220–223. Solution to problem 628.
  • Al Cuoco, Meta-problems in mathematics, College Mathematics Journal, 31 (5) (2000) 373–378.
  • Pierre de Fermat, Œuvres de Fermat, Gauthier-Villars et fils, Paris, 1891. See pages 140 and 149 in volume 1.
  • Wally Dodge and Steve Viktora, Thinking out of the box: A problem. Presented at the National Council of Teachers of Mathematics 80th Annual Meeting, Las Vegas, NV, April, 2002.
  • Henry E. Dudeney, Puzzles and prizes. Column in The Weekly Dispatch, 1903. The statement of puzzle 525 appeared on Nov. 29, and the solution followed on Dec. 13.
  • Henry E. Dudeney, The puzzle realm. Column in Cassell's Magazine, 1908. The illustration appeared in the September issue on p. 430.
  • Henry Ernest Dudeney, Amusements in Mathematics, Thomas Nelson and Sons, London, 1917.
  • James Duemmel, From calculus to number theory, American Mathematical Monthly, 96 (2) (1989) 140–143.
  • Kay Dundas, To build a better box, College Mathematics Journal, 15 (1) (1984) 30–36.
  • Greg N. Frederickson, “Piano-Hinged Dissections: Time to Fold,” Rough draft of a book in progress, 225 pages as of January, 2003.
  • John B. Friedlander and John B. Wilker, A budget of boxes, Mathematics Magazine, 53 (5) (1980) 282–286.
  • Philip K. Hotchkiss, It's perfectly rational, College Mathematics Journal, 33 (2) (2002) 113–117.
  • Nick Lord, The folding box problem, Mathematical Gazette, 74 (470) (1990) 361–365.
  • Kenzi Odani, Maximal volume of curved folding boxes, Mathematical Gazette, 84 (499) (2000) 110–113.
  • Donna Marie Pirich, A new look at the classic box problem, PRIMUS, 6 (1) (1996) 35–48.
  • Neville Reed, A curved folding box, Mathematical Gazette, 76 (476) (1992) 275–277.
  • Richard St. André, The box problem, Mathematics Teacher, 76 (2) (1983) 108–109.
  • Dick Stanley, The box problem. Draft, 2001.
  • I. Todhunter, A Treatise on the Differential Calculus, and the Elements of the Integral Calculus, with Numerous Examples, Macmillan, London, 1st ed., 1852. See problem 28 on page 193.
  • Frans van Schooten, Geometriam renati des cartes commentarii, in Geometria, a Renato Des Cartes anno 1637 gallicé edita, Ludovicum & Danielem Elzevirios, Amstelædami, 1659. See page 263.

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