Crystallographic Flat Origami from n-Uniform Tilings
This paper discusses the symmetry properties of crystallographic flat origami arising from n-uniform tilings using the hinged tiling method. A flat origami invariant under a plane crystallographic group is called a crystallographic flat origami. An n-uniform tiling is a tiling consisting of regular polygons, with the property that its vertices form n transitivity classes under the action of its symmetry group.
De Las Peñas, M. L. A. N., & Taganap, E. C. (2021). Crystallographic flat origami from n-uniform tilings. In J. Akiyama, R. M. Marcelo, M. J. Ruiz, & Y. Uno (Eds.), Discrete and Computational Geometry, Graphs, and Games. Springer International Publishing.