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Origami 4 : Origami (AK Peters) - Robert J. Lang

Origami 4

Origami (AK Peters)

By: Robert J. Lang (Editor)

Paperback Published: 5th August 2009
ISBN: 9781568813462
Number Of Pages: 572

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The connections between origami, mathematics, science, technology, and education have been a topic of considerable interest now for several decades. While many individuals have happened upon discrete connections among these fields during the twentieth century, the field really took off when previously isolated individuals began to make stronger connections with each other through a series of conferences exploring the links between origami and "the outside world." The Fourth International Meeting on Origami in Science, Mathematics, and Education (4OSME), held in September, 2006, at the California Institute of Technology in Pasadena, California, brought together an unprecedented number of researchers presenting on topics ranging from mathematics, to technology, to educational uses of origami, to fine art, and to computer programs for the design of origami. Selected papers based on talks presented at that conference make up the book you hold in your hands.

Industry Reviews

These 46 diverse, first-class articles give the field a fabulous overview and offer invaluable citations, particularly to Internet resources. In particular. R. C. Alperin and R. J. Lang's 'One-, Two-, and Multi-Fold Origami Axioms' and T. Y. Chow and C. K. Fan's 'The Power of Multifolds' together make a fascinating contemporary foil to any examination of classical ruler-and-compass constructions in a geometry or Galois theory course. Highly recommended. --D. V. Feldman, CHOICE, June 2010 Origami is an unusual area of mathematics in that it is as much an art form as it is mathematics and very young children can be exposed to and enthralled by it. The breadth of structures that can be made by folding paper is substantial and expanding all the time. This book is a mathematical examination and explanation of origami; it is a collection of research papers written by some of the experts in the field. --Charles Ashbacher, The Mathematical Association of America, December 2009 Fantastic book! It will create new folds in your brain whether you are an artist, scientist, inventor, educator, or simply like to be amazed. The balance between mathematical theory and manipulative practice, and between artistic and educational applications makes this a book for everyone. I look forward to using this book personally and professionally. --Robert Root-Bernstein, Ph. D., co-author of Sparks of Genius, June 2009 copy of Origami 4 just arrived!! Wow, I have just flipped through it, and for now this is the book I would take with me on a deserted island. Instead I need to finish getting ready for our local meeting tomorrow night, teaching at a retirement home on Friday, and teaching during a Girl Scout Alumni Campout this weekend. The cover is shiny and slick, in color, and the binding seems sturdy for all 560 pages of the book. The center stays open by itself, and closer to the covers, not much pressure is needed to keep it open. The spine margins allow the page to be read, without breaking the spine. The pages are well printed, with good B&W contrast. Sadly, no color inside. We have been spoiled with color. It is helpful, but truly not necessary. It is a great book, thanks to all who submitted articles, and to Robert Lang for editing. --Kathy Knapp, Founder of OPA (Origami Peoria Area), September 2009

Origami in Design and Art Paper Nautili: A Model for Three-Dimensional Planispiral Growth Arle Lommel Curves and Flats Saadya Sternberg The Celes Family of Modular Origami Miyuki Kawamura Fractal Crease Patterns Ushio Ikegami Constructing Regular n-gonal Twist Boxes sarah-marie belcastro and Tamara Veenstra A Brief History of Oribotics Matthew Gardiner Graphics Transformation of Origami Models L. I. Zamiatina One-Dimensional Origami: Polyhedral Skeletons in Dance Karl Schaffer Origami and Technology The Science of Miura-Ori: A Review Koryo Miura Origami-Inspired Self-Assembly Galen T. Pickett Expandable Tubes with Negative Poisson's Ratio and Their Application in Medicine Zhong You and Kaori Kuribayashi Airbag Folding Based on Origami Mathematics Christoffer Cromvik and Kenneth Eriksson Computational Origami Surface Transitions in Curved Origami Jeannine Mosely Folding Curves Robert Geretschlager The Method for Judging Rigid Foldability Naohiko Watanabe and Ken-ichi Kawaguchi Simulation of Rigid Origami Tomohiro Tachi Facet Ordering and Crease Assignment in Uniaxial Bases Robert J. Lang and Erik D. Demaine Integer Programming Models for Flat Origami Goran Konjevod Construction of 3D Virtual Origami Models from Sketches Hiroshi Shimanuki, Jien Kato, and Toyohide Watanabe An Excel-Based Solution to the One-Cut Folding Problem Alexander C. Huang Computer Origami Simulation and the Production of Origami Instructions Tung Ken Lam Recognition, Modeling, and Rendering Method for Origami Using 2D Bar Codes Jun Mitani 3D Origami Design Based on Tucking Molecules Tomohiro Tachi eGami: Virtual Paperfolding and Diagramming Software Jack Fastag Computational Origami System Eos Tetsuo Ida, Hidekazu Takahashi, Mircea Marin, Asem Kasem, and Fadoua Ghourabi Computational Complexity of a Pop-Up Book Ryuhei Uehara and Sachio Teramoto Concepts and Modeling of a Tessellated Molecule Surface Elias Halloran Folding Paper Shopping Bags Devin J. Balkcom, Erik D. Demaine, Martin L. Demaine, John A. Ochsendorf, and Zhong You Origamic Architecture in the Cartesian Coordinate System Chew Min Cheong, Hajijubok Zainodin, and Hiromasa Suzuki Origami Mathematics How Many Ways Can You Edge-Color a Cube? Charlene Morrow Configuration Spaces for Flat Vertex Folds Thomas C. Hull One-, Two-, and Multi-Fold Origami Axioms Roger C. Alperin and Robert J. Lang The Power of Multifolds: Folding the Algebraic Closure of the Rational Numbers Timothy Y. Chow and C. Kenneth Fan Fujimoto, Number Theory, and a New Folding Technique Tamara B. Veenstra On the Fish Base Crease Pattern and Its Flat Foldable Property Hideaki Azuma Orizuru Deformation Theory for Unbounded Quadrilaterals Toshikazu Kawasaki and Hidefumi Kawasaki A Crystal Map of the Orizuru World Toshikazu Kawasaki A Geometrical Tree of Fortune Cookies Jun Maekawa Origami in Education Origametria: A Program to Teach Geometry and to Develop Learning Skills Using the Art of Origami Miri Golan and Paul Jackson The Impact of Origami-Mathematics Lessons on Achievement and Spatial Ability of Middle-School Students Norma J. Boakes Understanding the Effect of Origami Practice, Cognition, and Language on Spatial Reasoning Michael Wilson, Robin Flanagan, Rona Gurkewitz, and Laura Skrip Modular Origami in the Secondary Geometry Classroom Margaret Cagle On the Effective Use of Origami in the Mathematics Classroom V'Ann Cornelius and Arnold Tubis Using Origami to Promote Problem Solving, Creativity, and Communication in Mathematics Education Sue Pope and Tung Ken Lam Redundancy of Verbal Instructions in Origami Diagrams Koichi Tateishi Origami, Isometries, and Multilayer Tangram Emma Frigerio

ISBN: 9781568813462
ISBN-10: 1568813465
Series: Origami (AK Peters)
Audience: Professional
Format: Paperback
Language: English
Number Of Pages: 572
Published: 5th August 2009
Publisher: Taylor & Francis Inc
Country of Publication: US
Dimensions (cm): 23.5 x 15.24  x 3.18
Weight (kg): 0.75
Edition Number: 1

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