3 citations · 5 across the 9 of their papers we have counts for
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math.HO2018★ 1 cited
Construction of a regular hendecagon by two-fold origami
Jorge C. Lucero
The regular hendecagon is the polygon with the smallest number of sides that cannot be constructed by single-fold operations of origami on a square sheet of paper. This article sho…
math.HO2018
Folding a 3D Euclidean space
Jorge C. Lucero
This paper considers an extension of origami geometry to the case of "folding" a three dimensional (3D) space along a plane. First, all possible incidence constraints between given…
math.HO2018
Geometric solution of a quintic equation by two-fold origami
Jorge C. Lucero
This article shows how to find the solution of an arbitrary quintic equation by performing two simultaneous folds on a sheet of paper. The folds achieve specific incidences between…