Abstract
In this short note we shall briefly describe a few flavors of contemporary geometric origami, from kusudama to tessellations and beyond. It will be an impressionistic and not technical presentation, just to give an idea of what can be done with geometric origami. However, we shall digress to present a way to trace a d × d square grid by folding only, and we shall touch upon the Kawasaki-Justin-Robertson theorem giving a necessary and sufficient condition for deciding when a sequence of folds produces a flat, 2-dimensional model-at least in theory….
Cite
CITATION STYLE
Abate, M. (2020). Geometric Origami. In Imagine Math 7: Between Culture and Mathematics (pp. 117–133). Springer International Publishing. https://doi.org/10.1007/978-3-030-42653-8_8
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