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Geometry & Modulars

  ( 14 )
Modular origami is those models assembled from multiple pre-folded pieces. Generally all or most or these pieces are the same, and fit together to form a geometric shape. This category also lists sites which connect origami to math, usually geometry.

1. Geometry Junkyard: Origami - Resource listing of links for information about the relationship between origami and geometry.
2. Helena's Origami - Modular origami and tessellations by Dr. Helena A. Verrill. Instructions included.
3. Jim Plank's Origami: Modular - Diagrams and gallery of many geometric models.
4. Krystyna Burczyk's Origami - Photos of regular polyhedra models.
5. Mathematical Origami - Origami models and techniques with strong mathematical precepts.
6. Meenakshi's Modular Mania - Image Galleries of original modular models as well as picture links to other designs.
7. Modular Origami - Instructions, diagrams and pictures of various modular models in English, German, and Russian.
8. Modular Origami - Images of modular origami models folded by MichaƂ Kosmulski. Model categories include: fractals and IFS, interesting mathematical objects, polyhedra and balls, spiked balls and stars.
9. nuwen.net - Origami Polyhedra - Illustrated directions for making four types of polyhedra.
10. Origami Mathematics - Mathematics of paper folding; includes a bibliography of articles and journals, Combinatorial geometry syllabus, and a tutorial on geometric constructions. Photo gallery of completed modular, geometric, and tessellation models.
11. Origami Tessellations - Blog by Eric Gjerde featuring tessellations, crease patterns, tessellation geometry, origami mathematics and paper folding in general.
12. Teaching Mathematical Thinking Through Origami - Suggestions for using origami to teach concepts in mathematics, with diagrams of models.
13. Thoki Yenn's Cuboctahedron Folding Companion - Step-by-step photo instructions for Thoki Yenn's 3D cuboctahedron origami model.
14. Tom's Origami Gallery - Personal gallery of modular and tessellation models.

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