A note on "impossible" paper folding

American Mathematical Monthly

Volumn 103, Issue 3, 1996, Pages 240-241

  Hull, Thomas ^a  

^a University of Rhode Island   (United States)

Author keywords

[No Author keywords available]

Indexed keywords

EID: 0030529649     PISSN: 00029890     EISSN: None     Source Type: Journal    
DOI: 10.2307/2975374     Document Type: Article

References (11)

1. D. Auckly, J. Cleveland, Totally Real Origami and Impossible Paperfolding. Am. Math. Monthly, 102 (1995), 215-226.
2. D. Brill, Justin's Origami Trisection, British Origami, 107 (1984), 14-15.
3. R. Geretschläger, Euclidean Constructions and the Geometry of Origami (expanded version), unpublished manuscript.
4. E. Frigerio, H. Huzita, A Possible Example of System Expansion in Origami Geometry, in Proceedings of the First International Meeting of Origami Science and Technology, ed. H. Huzita (1989), 53-69.
5. K. Husimi, Trisection of angle by H. Abe (in Japanese), in Science of Origami, a supplement to Saiensu (the Japanese version of Scientific American), Oct. (1980), p. 8.
6. H. Huzita, Axiomatic Development of Origami Geometry, in Proceedings of the First International Meeting of Origami Science and Technology, ed. H. Huzita (1989), 143-158.
7. H. Huzita, The Trisection of a Given Angle Solved by the Geometry of Origami, in Proceedings of the First International Meeting of Origami Science and Technology, ed. H. Huzita (1989), 195-214.
8. K. Kasahara, Origami, La Era Neuva (in Japanese), Sanrio Co., Japan (1989), 262-263.
9. M. Kawamura, Polyhedral Origami (in Japanese), μ-Factory (1994), 60-61.
10. P. Messner, Problem 1054 in Crux Mathematicorum, 12, No. 10 (1986).
11. B. Scimemi, Draw of a Regular Heptagon by the Folding, in Proceedings of the First International Meeting of Ongami Science and Technology, ed. H. Huzita (1989), 71-76.