Crease Patterns and Paper Geometry
How fold lines encode geometric structure, from the Huzita–Hatori axioms to the constraints that govern flat-foldability.
A structured look at how flat sheets acquire three-dimensional form through crease patterns, fold sequences, and geometric constraint.
Three areas of paper geometry covered in depth: the logic of crease diagrams, the mechanics of pleating, and the combinatorics of modular assembly.
How fold lines encode geometric structure, from the Huzita–Hatori axioms to the constraints that govern flat-foldability.
The waterbomb base as an entry point into radial symmetry, followed by accordion and sink folds used in tessellation work.
Sonobe units, PHiZZ connectors, and the combinatorial logic behind assembling identical modules into stable polyhedral shells.
Selected images from Wikimedia Commons illustrating origami tessellations, structural units, and folded geometry.
Triquane documents fold sequences, crease diagrams, and structural origami forms as studied and practiced in Poland.
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