In this paper, we determine crystallographic flat origami from a crease pattern having three flat foldability types of its generating unit. In particular, we consider crease patterns arising from Archimedean tilings via the hinged tiling method
We develop an intrinsic necessary and sufficient condition for single-vertex origami crease patterns...
We introduce the study of forcing sets in mathematical origami. The origami material folds flat alon...
In the first part of this thesis we study the geometry of folding patterns. Specifically...
This paper discusses the symmetry properties of crystallographic flat origami arising from n-uniform...
Abstract. Origami is the art and science of making various shapes by simply folding a sheet of paper...
We investigate enumeration of distinct flat-foldable crease patterns under the following assumptions...
We investigate the following computational origami problem; the input is a positive integer n. We th...
Origami, the ancient art of paper folding, embodies techniques for transforming a flat sheet of pape...
Curved-crease (CC) origami differs from prismatic, or straight-crease origami, in that the folded su...
Curved-crease (CC) origami differs from prismatic, or straight-crease origami, in that the folded su...
Curved-crease (CC) origami differs from prismatic, or straight-crease origami, in that the folded su...
The Miura-ori is a classic flat-foldable tessellation which has its root in origami, but has been ap...
Rigid foldability allows an origami pattern to fold about crease lines without twisting or stretchin...
In the first part of this thesis we study the geometry of folding patterns. Specifically...
We investigate a new approach to origami design using simple universal hinge patterns where the crea...
We develop an intrinsic necessary and sufficient condition for single-vertex origami crease patterns...
We introduce the study of forcing sets in mathematical origami. The origami material folds flat alon...
In the first part of this thesis we study the geometry of folding patterns. Specifically...
This paper discusses the symmetry properties of crystallographic flat origami arising from n-uniform...
Abstract. Origami is the art and science of making various shapes by simply folding a sheet of paper...
We investigate enumeration of distinct flat-foldable crease patterns under the following assumptions...
We investigate the following computational origami problem; the input is a positive integer n. We th...
Origami, the ancient art of paper folding, embodies techniques for transforming a flat sheet of pape...
Curved-crease (CC) origami differs from prismatic, or straight-crease origami, in that the folded su...
Curved-crease (CC) origami differs from prismatic, or straight-crease origami, in that the folded su...
Curved-crease (CC) origami differs from prismatic, or straight-crease origami, in that the folded su...
The Miura-ori is a classic flat-foldable tessellation which has its root in origami, but has been ap...
Rigid foldability allows an origami pattern to fold about crease lines without twisting or stretchin...
In the first part of this thesis we study the geometry of folding patterns. Specifically...
We investigate a new approach to origami design using simple universal hinge patterns where the crea...
We develop an intrinsic necessary and sufficient condition for single-vertex origami crease patterns...
We introduce the study of forcing sets in mathematical origami. The origami material folds flat alon...
In the first part of this thesis we study the geometry of folding patterns. Specifically...
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