What is the main focus of 'Origami Design Secrets: Mathematical Methods for an Ancient Art'?

This book primarily focuses on the intersection of mathematics and origami, exploring the mathematical methods that underpin the art of paper folding. It delves into topics like crease patterns, geometric constructions, and algorithms used to create intricate designs. By understanding these mathematical principles, readers can enhance their origami skills and create complex structures from simple folds, making it suitable for both beginners and advanced users alike.

Who is the target audience for this book?

The target audience for 'Origami Design Secrets' includes mathematicians, origami enthusiasts, designers, and educators. It's ideal for anyone interested in the art of origami who seeks to understand the mathematical theories that can enhance their craft. Students and teachers can use this resource to bridge the gap between art and mathematics, making it a valuable addition to educational settings, art classes, or personal exploration of creative mathematics.

Can this book help improve my origami skills?

Yes, this book can significantly enhance your origami skills by providing mathematical frameworks that help you understand the mechanics of folding. By learning about crucial concepts such as origami tessellations and the principles of folding, you can create more complex and aesthetically pleasing designs. It's particularly beneficial for those looking to move beyond basic folds to develop unique, innovative creations.

What kind of mathematical concepts does the book cover?

The book covers various mathematical concepts relevant to origami, including topology, geometry, and algorithms. It discusses crease patterns, folding sequences, and how these mathematical foundations are essential for generating intricate designs. By mastering these concepts, readers can leverage mathematics to create personalized origami artwork, transforming theoretical knowledge into practical applications in their projects.

Is this book suitable for beginners in origami?

While 'Origami Design Secrets' is comprehensive and may include advanced topics, it is accessible to beginners who have a keen interest in understanding the underlying mathematical aspects of origami. The foundational concepts presented can help novices appreciate the planning and principles behind their folds. Beginners looking to deepen their understanding as they practice will find valuable insights and techniques to assist in their learning journey.

What makes the second edition different from the first edition?

The second edition of 'Origami Design Secrets' includes updated content, expanded explanations, and additional examples that enhance the reader's comprehension of the material. With new illustrations and revisions based on user feedback, this edition provides clearer guidance and more engaging content. These updates serve to improve usability for both seasoned and novice origami artists seeking to explore mathematical origami design.

Can I use this book for educational purposes?

Absolutely! This book serves as an excellent educational resource for math and art teachers looking to incorporate hands-on learning activities. It can be used to illustrate mathematical concepts such as transformations, symmetry, and geometric constructions in a fun and engaging way. Incorporating origami into lessons fosters creativity while reinforcing mathematical understanding, making it a useful tool for diverse classroom settings.

What types of origami designs can I learn to create?

Readers will learn to create a diverse array of origami designs, from simple models to intricate structures and geometric shapes. The mathematical principles discussed enable users to innovate and adapt traditional designs to develop their unique creations. This adaptability encourages creativity and experimentation, allowing practitioners to push the boundaries of conventional origami and explore new artistic avenues.

Are there any illustrations in the book to help with the designs?

Yes, 'Origami Design Secrets' is richly illustrated with diagrams and crease patterns that guide readers throughout their folding processes. These visuals are crucial for understanding complex techniques and designs, making the mathematical concepts more tangible. This step-by-step visual approach supports a hands-on learning experience, helping readers visualize the folds and replicate designs accurately.

Je Origami Design Secrets: Mathematical Methods for an k dispozici pro online nákup v Czech Republic?

Ano, na Ubuy Czech Republic je tento produkt k dispozici k nákupu za rozumnou cenu.. Origami Design Secrets: Mathematical Methods for an není místně dostupné, ale můžete nám důvěřovat s našimi expresními přepravními službami.

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Origami Design Secrets: Mathematical Methods for an Ancient Art, Second Edition (AK Peters/CRC Recreational Mathematics Series)

Origami Design Secrets reveals the underlying concepts of origami and how to create original origami designs.

Položka č.: 4447705

Origami Design Secrets: Mathematical Methods for an Ancient Art, Second Edition (AK Peters/CRC Recreational Mathematics Series)

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85% of respondents would recommend this to a friend

Položka č.: 4447705

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Origami Design Secrets reveals the underlying concepts of origami and how to create original origami designs.

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What Stands Out

Mathematical Insights

Offers a unique blend of mathematics and art, demystifying complex origami techniques through mathematical concepts, ideal for both beginners and advanced practitioners looking to enhance their skills.

Comprehensive Guide

This second edition provides updated examples and expanded content, making it a thorough resource for anyone interested in understanding the intricate relationship between mathematical methods and origami design.

Accessible Learning

Designed for hobbyists and educators alike, it makes the art of origami approachable by breaking down complex structures into manageable steps, encouraging creativity and a deeper appreciation for the craft.

Detaily produktu

Written by a prominent origami artist, it reveals the underlying concepts and techniques of origami design
Includes step-by-step instructions for 26 models and introduces fundamental building blocks of origami
Covers advanced methods such as uniaxial bases, circle/river method, and tree theory
Expanded edition includes corrections, improved illustrations, and new content on hex pleating and polygon packing
Describes methods for generalizing polygon packing to arbitrary angles and using custom-built free software
Helps readers develop intuition and skills to create their own original origami designs

Publisher	A K Peters/CRC Press
Publication date	October 5, 2011
Edition	2nd
Language	English
Print length	770 pages
ISBN-10	1568814364
ISBN-13	978-1568814360
Item Weight	4.78 pounds (2.17 kg)
Dimensions	8.5 x 1.25 x 10.75 inches (21.6 x 3.2 x 27.3 cm)

Who Should Buy?

Mathematics Enthusiasts
Individuals who enjoy exploring mathematical concepts will appreciate the integration of math with origami design techniques.
Art Students
Students studying art, particularly those focused on paper arts, will benefit from the structured design methods presented.
Educators
Teachers looking for engaging ways to introduce geometry or mathematics concepts can use these origami techniques in lessons.

Beginners
Those without prior knowledge or experience in origami may find the mathematical approach challenging and overwhelming.

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Origami Design Secrets: Mathematical Methods for an Ancient Art, Second Edition (AK Peters/CRC Recreational Mathematics Series)

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otázka: Jak nakupovat Origami Design Secrets: Mathematical Methods for an online z Ubuy?

Odpovědět: Nakupovat Origami Design Secrets: Mathematical Methods for an online z Ubuy je snadné.. Stačí si produkt vyhledat, vybrat způsob dopravy při placení a nechat si jej doručit na místo.
otázka: Je Origami Design Secrets: Mathematical Methods for an k dispozici pro online nákup v Czech Republic?

Odpovědět: Ano, na Ubuy Czech Republic je tento produkt k dispozici k nákupu za rozumnou cenu.. Origami Design Secrets: Mathematical Methods for an není místně dostupné, ale můžete nám důvěřovat s našimi expresními přepravními službami.
otázka: Jak dlouho trvá získání produktu po zadání objednávky?

Odpovědět: Dodací lhůta vámi objednaného produktu se liší podle toho, co jste si objednali a způsobu dopravy, který jste si vybrali.. Předpokládaná doba doručení je uvedena během procesu pokladny, takže při nakupování buďte bezstarostní.

Origami Editorial Review

Origami Design Secrets: Mathematical Methods for an Ancient Art, Second Edition (AK Peters/CRC Recreational Mathematics Series) offers a deep dive into the intricacies of origami design, specifically suited for intermediate to advanced practitioners. The book stands out with clear explanations and a thoughtful approach from Dr. Lang, who encourages independent thinking and creativity through exercises and diagrams. Readers appreciate the book's depth, showcasing a variety of complex models that require larger paper sizes and artistic skill in transforming basic bases into stunning final pieces. This guide serves not only as a manual but an invitation to explore the artistic and mathematical relationships within origami.

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Klady

Clear explanations for complex concepts
Encourages independent thinking and creativity
Provides a variety of challenging models
Focuses on design rather than just instructions
Stimulates engagement with exercises and diagrams

Nevýhody

May not be suitable for absolute beginners

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Služby a výhody

Contains step-by-step instructions for 26 models
Introduces the fundamental building blocks of origami
Describes advanced methods of uniaxial box pleating, hex pleating, and generalizing polygon packing
Covers both paper and pencil and custom-built free software techniques
Helps readers develop intuition and skills to craft their own designs
Takes readers beyond merely following a recipe to crafting a work of art

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Origami Design Secrets: Mathematical Methods for an Ancient Art, Second Edition (AK Peters/CRC Recreational Mathematics Series)

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CZK 2596

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