| Description |
xx, 245 pages : illustrations ; 26 cm |
| Bibliography |
Includes bibliographical references (pages 241-245). |
| Contents |
Folding equilateral triangles in a square -- Dividing a length into equal nths: Fujimoto approximation -- Dividing a length into equal Nths exactly -- Folding a parabola -- Can origami trisect an angle? -- Solving cubic equations -- Folding strips into knots -- Haga's "origamics" -- Folding a butterfly bomb -- Business card modulars -- Five intersecting tetrahedra -- Making origami buckyballs -- Making origami tori -- Modular menger sponge -- Folding and coloring a crane -- Exploring flat vertex folds -- Impossible crease patterns -- Folding a square twist -- Matrix model of flat vertex folds -- Matrix model of 3D vertex folds -- Rigid folds 1: Gaussian curvature -- Rigid folds 2: Spherical trigonometry -- Appendix: Which activities go with which courses? |
| Subject |
Mathematics -- Study and teaching (Higher) -- Audio-visual aids.
|
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Mathematics -- Study and teaching (Higher) -- Audio-visual aids. |
|
Mathematics. |
|
Origami in education.
|
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Origami in education. |
|
Origami -- Mathematics.
|
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Origami -- Mathematics. |
|
Origami. |
| ISBN |
1568812582 alkaline paper |
|
9781568812588 alkaline paper |
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