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Explore the intricate world of mathematical origami! This volume presents cutting-edge research on the art and science of folding, perfect for enthusiasts and researchers alike. Edited by leading experts, this collection delves into the mathematical principles that govern origami, from geometric constructions to complex tessellations. Discover the beauty and complexity of folded structures, with papers exploring the mathematics inherent in origami and the use of folding techniques to illustrate mathematical concepts. Explore topics such as the Miura-ori pattern and origami tessellations.…mehr

Produktbeschreibung
Explore the intricate world of mathematical origami! This volume presents cutting-edge research on the art and science of folding, perfect for enthusiasts and researchers alike. Edited by leading experts, this collection delves into the mathematical principles that govern origami, from geometric constructions to complex tessellations. Discover the beauty and complexity of folded structures, with papers exploring the mathematics inherent in origami and the use of folding techniques to illustrate mathematical concepts. Explore topics such as the Miura-ori pattern and origami tessellations. Whether you're a mathematician, an artist, or simply curious, this volume offers a fascinating journey into the world of origami. * Uncover new results on curved-crease origami * Explore approaches to 2D and 3D geometric constructions * Learn about origami tessellations and figure design Perfect for origami enthusiasts, mathematicians, and educators seeking to explore the intersection of art and mathematics. Dive into the world of mathematical origami today!
Autorenporträt
Thomas C. Hull is an associate professor of mathematics at Western New England University and is known for his expertise in the mathematics of paper folding.