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11.5. Bibliografía

R. C. Alperin, A mathematical Theory of Origami Constructions and Numbers, New York J. Math. 6 (2000) 119-133.

H. S. M. Coxeter, Regular Polytopes, Dover, 1973 (1.Edici«on 1967).

Peter Engel, Folding the Universe, Dover, 1994.

T. Hull, TomÕs Origami Math Page,

T. Hull, On the mathematics of ßat origamis, Congressus Numerantium 100

(1994), 215-224.

T.Hull, A Note on ÒImpossibleÓ Paper Folding, Amer. Math. Monthly 103

(1996), 240-241.

K. Kasahara, T. Takahama, Origami for the Connoisseur, Edaf 1999.

F. Kawahata, Origami Fantasy, Gallery Origami House (Tokio), 1995.

R. J. Lang, The complete book of Origami, Dover, 1989.

R. Lang, TreeMaker 4.0: A Program for Origami Design,

S. Row, Geometric exercises in paper folding, Dover 1966 (1.edición, 1905).

L. Simos, R. Gurkewitz, B. Arnstein, Modular Origami Polyhedra, Dover 1999.

J. A. Voyer, Introducci«on a la creación,