Origami Design Secrets: Mathematical Methods for an Ancient Art, Second Edition (英語) ペーパーバック – 2011/9/7
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The magnum opus of one of the world’s leading origami artists, the second edition of Origami Design Secrets reveals the underlying concepts of origami and how to create original origami designs. Containing step-by-step instructions for 26 models, this book is not just an origami cookbook or list of instructions―it introduces the fundamental building blocks of origami, building up to advanced methods such as the combination of uniaxial bases, the circle/river method, and tree theory. With corrections and improved illustrations, this new expanded edition also covers uniaxial box pleating, introduces the new design technique of hex pleating, and describes methods of generalizing polygon packing to arbitrary angles.
With coverage spanning the foundations of origami construction and advanced methods using both paper and pencil and custom-built free software, Origami Design Secrets helps readers cultivate the intuition and skills necessary to develop their own designs. It takes them beyond merely following a recipe to crafting a work of art.
I am in complete agreement with the questions and thoughts expressed in his book. … This book is perfect for math geeks who aim to apply their math in a very creative way.
―OrigamiBlog.com, January 2012
Robert Lang made some substantial changes ― much to the joy of many origami enthusiasts. The first edition impressed with 594 pages full of high-quality content going into techniques, mathematics, and folding instructions. The second edition tops that by an extra 176 pages, an extra 30% of content! … Altogether, this wealth of new content definitely makes it worth buying the second edition ― even if you already have the first edition. As to if you don’t have either edition: I’d recommend going for the second one.
―Sara Adams, HappyFolding.com, December 2011
The good news is that a second edition of Robert Lang’s Origami Design Secrets is available. The bad news is you’re going to want to buy it, even if you have the first edition. … It’s a tribute to both the author and the publisher (CRC Press) that such major updates have been allowed. This book is without doubt the best guide to creating origami that has ever been published and I suspect it will retain the crown forever. … Quite simply, all creative folders should own this book if they have any interest in developing their skills. Even if they have no such interest, they should buy it ― it’s that good.
―Nick Robinson, origami artist and author, on his blog, September 2011
Praise for the First Edition:
The first part of his plan was to write the book he’d been contemplating while still at JDS Uniphase ― Origami Design Secrets, which was published in 2003 and lays out the underlying principles of origami and design techniques.
―Susan Orlean, The New Yorker, February 2007
When Robert J. Lang, a laser physicist, talks with passion about origami ― the Japanese art of paper folding ― the line between play and discovery also completely dissolves. Mr. Lang is what might be called an origamist (see www.langorigami.com). He wrote the book Origami Design Secrets: Mathematical Methods for an Ancient Art and has created tarantulas, delicate herons, 12-spined shells and big-horned elk out of single, uncut, folded sheets of paper.
―Edward Rothstein, The New York Times, April 2006
This book is a synthesis of origami technique, history, and instructions, with very thoughtful and clear explanations for almost every aspect of the art of folding and designing origami.
―Sarah Gourlie, Math Horizons, January 2006
Lang chose to strike a balance between a book that describes origami design algorithmically and one that appeals to the origami community … . For mathematicians and origamists alike, Lang’s expository approach introduces the reader to technical aspects of folding and the mathematical models with clarity and good humor … Origami Design Secrets … is highly recommended for mathematicians and students alike who want to view, explore, wrestle with open problems in, or even try their own hand at the complexity of origami model design.
―Thomas C. Hull, The Mathematical Intelligencer, March 2005
This magisterial work, splendidly produced, covers all aspects of the art and science.
―SIAM Book Review, November 2004
For most origami enthusiasts, the ancient Japanese art of folding and making creases is a mere hobby, and a grand pursuit for those giddily obsessed with the mathematics (or aesthetics) of how mere paper can be contorted into objects of beauty and interest. For Robert J. Lang, however, origami has become a life’s pursuit …
―Chad Berndtson, The Patriot Ledger, November 2004
… finally, the secrets of an origami master are revealed! It feels like Lang has taken you on as an apprentice as he teaches you his techniques, stepping you through examples of real origami designs and their development.
―Erik Demaine, October 2003
There is something for everyone here, whether beginner or expert, left-brained or right, specialist or dilettante.
―Gail Anderson, Engineering & Science, April 2003
Origami design can indeed be pursued in a systematic fashion. There are now simple, codified mathematical and geometric techniques for developing a desired structure.
This book is a collection of those techniques. It is not a step-by-step recipe book for design. Origami is, first and foremost, an art form, an expression of creativity, and it is the nature of creativity that it cannot be taught directly. However, it can be developed through example and practice. As in other art forms, you can learn techniques that serve as a springboard for creativity.
例としての作品折り方説明(Folding Instruction）も、Stealth Fighter, Hummingbird, Baby, Pteranodon, KNL Dragon, Tree Flog, Koi, Pegasus, Orchid Blossom, Alamo Stallion, Black Forest Cuckoo Clock, African Elephantなど22種が、大きくはないですが完成カラー写真付きで掲載されています。 今買うなら、少しだけ価格が高いようですが内容が拡充された2011年第２版(ISBN-10: 1568814364,ISBN-13: 978-1568814360 ７７０ページ) http://www.amazon.co.jp/Origami-Design-Secrets-Mathematical-Methods/dp/1568814364/ref=sr_1_1?ie=UTF8&qid=1327844578&sr=8-1