Overview

Origami7 is a collection of papers published for the 7th International Meeting on Origami in Science, Mathematics and Education (7OSME), held at Oxford University in the United Kingdom from September 4-7, 2018. 7OSME is the seventh conference in a series dedicated to research in the applications of origami and folding in the conference title fields, as well as in technology, design and history. This Volume comprises the mathematical content with a Preface by Thomas Hull. Contents include Papers on the mathematics of folding. Papers range from exploration of the mathematics inherent in folded structures, to the use of folding techniques to explore and illustrate mathematical concepts. Several papers look into the mathematics connected with specific folding structures, including the Miura-ori pattern and origami tessellations.

Full Product Details

Author:   Robert J. Lang ,  Mark Bolitho ,  Zhong You
Publisher:   Tarquin Publications
Imprint:   Tarquin Publications
Dimensions:   Width: 15.30cm , Height: 2.10cm , Length: 22.90cm
Weight:   0.580kg
ISBN:  

9781911093909

ISBN 10:   1911093908
Pages:   366
Publication Date:   07 September 2018
Audience:   College/higher education ,  Tertiary & Higher Education
Format:   Paperback
Publisher's Status:   Active
Availability:   In Print  
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Table of Contents

Folding a 3D Euclidean Space Jorge Lucero 3D Folding Axioms Roger C. Alperin Fixed Point Iterative Methods a la Fujimoto Jose Ignacio Royo Prieto Mathematical Modelling of Errors in Origami A. Woodhouse, A. Salhi Verifiable Origami Folding G Ramseyer Origami Flat Folded States and Their Moduli Roger C. Alperin, Jason Orozco Closed-Back Twists, Counterrotating Twist Tessellations, and Brocard Polygons Robert J. Lang and Roger Alperin An Edge-Extrusion Approach to Generate Extruded Miura-Ori and Its Double Tiling Origami Patterns K. Suto, A. Adachi, T. Tachi, Y. Yamaguchi Knot Embeddings in Improper Foldings Joseph Slote, Thomas Bertschinger Color-Change Origami Optimal Solution Search for Origami Checkerboard Puzzles K. Ohshima, R. Uehara, and J. Mitani Color Change and Pixel-matrix Challenge D. Dureisseix Counter Productivity in Minimalist Origami J. Mosely Rigid, Partially-Rigid and Rigid-Ruling Origami Approximating a Target Surface with 1-DOF Rigid Origami Zeyuan He, Simon D. Guest Self-foldability of Monohedral Quadrilateral Origami Tessellations Thomas C. Hull, Tomohiro Tachi Rigid Foldability of the Augmented Square Twist Thomas C. Hull, Michael T. Urbanski Using Variational and PDE Methods for the Existence of Origami Models with Given Boundary Conditions S.L. Keeling and R. Geretschlager Continuous Flattening of Extended Bipyramids with Rigid Radial Edges C. Nara, J. Itoh Conic Crease Patterns with Reflecting Rule Lines Erik D. Demaine, Martin L. Demaine, David A. Huffman, Duks Koschitz, Tomohiro Tachi Generalized Offset Pythagorean Stretches in Box-Pleated Uniaxial Bases Robert J. Lang and Mu-Tsun Tsai Orthogonal Voronoi Molecules Robby Kraft Connected Paper Cranes by using Continued Fractions and Progressions Jun Maekawa Efficient Origami Construction of Orthogonal Terrains using Cross Section Evolution Amartya Shankha Biswas, Erik D. Demaine, Jason S. Ku Folding Triangular and Hexagonal Mazes Erik D. Demaine, Jason S. Ku, Madonna Yoder The PJS Technique and the Construction of the First Origami Level-4 Menger Sponge S Cicalo

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OSME is an international conference of experts in origami - theoretical and applied. The Editors are world reknowned experts in their fields.

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