The following pages link to Lill's method
External toolsShowing 50 items.
View (previous 50 | next 50) (20 | 50 | 100 | 250 | 500)- Horner's method (links | edit)
- Quadratic equation (links | edit)
- Möbius strip (links | edit)
- Flexagon (links | edit)
- Root-finding algorithm (transclusion) (links | edit)
- Yoshizawa–Randlett system (links | edit)
- Mathematics of paper folding (links | edit)
- Huzita–Hatori axioms (links | edit)
- Modular origami (links | edit)
- Dragon curve (links | edit)
- Ruffini's rule (links | edit)
- Erik Demaine (links | edit)
- Net (polyhedron) (links | edit)
- Robert J. Lang (links | edit)
- Pureland origami (links | edit)
- Paper bag problem (links | edit)
- Miura fold (links | edit)
- Sonobe (links | edit)
- Humiaki Huzita (links | edit)
- Toshikazu Kawasaki (links | edit)
- Crease pattern (links | edit)
- Flexible polyhedron (links | edit)
- Robert Connelly (links | edit)
- Qualitative variation (links | edit)
- Tom Hull (mathematician) (links | edit)
- Kawasaki's theorem (links | edit)
- Bricard octahedron (links | edit)
- Joseph O'Rourke (professor) (links | edit)
- Regular paperfolding sequence (links | edit)
- Rigid origami (links | edit)
- Napkin folding problem (links | edit)
- Martin Demaine (links | edit)
- Map folding (links | edit)
- Fold-and-cut theorem (links | edit)
- Alexandrov's uniqueness theorem (links | edit)
- David A. Huffman (links | edit)
- Jun Maekawa (links | edit)
- Carlyle circle (links | edit)
- Maekawa's theorem (links | edit)
- Anna Lubiw (links | edit)
- Margherita Piazzola Beloch (links | edit)
- Yoshimura buckling (links | edit)
- Kôdi Husimi (links | edit)
- Eduard Lill (links | edit)
- Steffen's polyhedron (links | edit)
- Schwarz lantern (links | edit)
- Geometric Folding Algorithms (links | edit)
- A History of Folding in Mathematics (links | edit)
- Geometric Exercises in Paper Folding (links | edit)
- Star unfolding (links | edit)