Abstract. We introduce a new type of isometric folding called “convex isometric folding.” We prove that the infimum of the ratio VolN/Volϕ(N) over all convex isometric foldings ϕ:N →N, where N is a compact 2-manifold (orientable or not), is 1/4
We perform experiments to elucidate how the folding patterns of thin-film diaphragms subject to in-p...
Can folding a piece of paper flat make it larger? We explore whether a shape S must be scaled to cov...
We perform experiments to elucidate how the folding patterns of thin-film diaphragms subject to in-p...
Abstract. We introduce a new type of isometric folding called “convex isometric folding.” We prove t...
An isometric folding from a Riemannian manifold M to another N is a map which sends piecewise geodes...
Farran Hani Reda, Robertson Stewart Alexander. Isometric foldings of discs and spheres. In: Bulletin...
CM{UTAD, Preprint number 28 centro de matematica cm{utad On deformations of spherical isometric fold...
The folding of a sheet without stretching of lines within it is referred to, in the language of diff...
The folding of a sheet without stretching of lines within it is referred to, in the language of diff...
The folding of a sheet without stretching of lines within it is referred to, in the language of diff...
The folding of a sheet without stretching of lines within it is referred to, in the language of diff...
Abstract. In this paper we introduce a new type of folding called equi-Gaussian curvature folding of...
summary:The behavior of special classes of isometric foldings of the Riemannian sphere $S^2$ under t...
summary:The behavior of special classes of isometric foldings of the Riemannian sphere $S^2$ under t...
summary:The behavior of special classes of isometric foldings of the Riemannian sphere $S^2$ under t...
We perform experiments to elucidate how the folding patterns of thin-film diaphragms subject to in-p...
Can folding a piece of paper flat make it larger? We explore whether a shape S must be scaled to cov...
We perform experiments to elucidate how the folding patterns of thin-film diaphragms subject to in-p...
Abstract. We introduce a new type of isometric folding called “convex isometric folding.” We prove t...
An isometric folding from a Riemannian manifold M to another N is a map which sends piecewise geodes...
Farran Hani Reda, Robertson Stewart Alexander. Isometric foldings of discs and spheres. In: Bulletin...
CM{UTAD, Preprint number 28 centro de matematica cm{utad On deformations of spherical isometric fold...
The folding of a sheet without stretching of lines within it is referred to, in the language of diff...
The folding of a sheet without stretching of lines within it is referred to, in the language of diff...
The folding of a sheet without stretching of lines within it is referred to, in the language of diff...
The folding of a sheet without stretching of lines within it is referred to, in the language of diff...
Abstract. In this paper we introduce a new type of folding called equi-Gaussian curvature folding of...
summary:The behavior of special classes of isometric foldings of the Riemannian sphere $S^2$ under t...
summary:The behavior of special classes of isometric foldings of the Riemannian sphere $S^2$ under t...
summary:The behavior of special classes of isometric foldings of the Riemannian sphere $S^2$ under t...
We perform experiments to elucidate how the folding patterns of thin-film diaphragms subject to in-p...
Can folding a piece of paper flat make it larger? We explore whether a shape S must be scaled to cov...
We perform experiments to elucidate how the folding patterns of thin-film diaphragms subject to in-p...
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