Tilings and Patterns: An Introduction (A Series of books in the mathematical sciences)

Branko Grunbaum, G. C. Shephard

ISBN 10: 0716719983 / ISBN 13: 9780716719984

Edité par W H Freeman & Co, 1989

A propos de cet article

N° de réf. du vendeur Abebooks119719

Détails bibliographiques

• Titre: Tilings and Patterns: An Introduction (A Series of books in the mathematical sciences)
• Éditeur: W H Freeman & Co
• Date de parution: 1989
• Langue: anglais
• ISBN à 10 chiffres: 0716719983
• ISBN à 13 chiffres: 9780716719984
• Reliure: Paperback
• État de l'article: New

A propos de ce titre

Synopsis

"Tilings and Patterns: An Introduction" presents in convenient paperback form the first half of "Tilings and Patterns". Omitting the more specialized material of the earlier volume, this abbreviated edition make's the authors' contributions to tiling theory and its practical applications accessible to a wide audience. "Tilings and Patterns: An Introduction" covers historical background, tilings of regular polygons, topological and symmetry properties of tilings, the theory of patterns, and special cases of pattern motifs, among other topics. The authors' presentation is enhanced by hundreds of illustrations that form a visual reference in themselves. This volume is a source of information and examples for designers, artists, architects, engineers, mathematicians, crystallographers, chemists, physicists and others.

Présentation de l'éditeur

The definitive book on tiling and geometric patterns, this magnificently illustrated volume features 520 figures and more than 100 tables. Accessible to anyone with a grasp of geometry, it offers numerous graphic examples of two-dimensional spaces covered with interlocking figures, in addition to related problems and references. Suitable for geometry courses as well as independent study, this inspiring book is geared toward students, professional mathematicians, and readers interested in patterns and shapes artists, architects, and crystallographers, among others. Along with helpful examples from mathematics and geometry, it draws upon models from fields as diverse as crystallography, virology, art, philosophy, and quilting. The self-contained chapters need not be read in sequence, and each concludes with an excellent selection of notes and references. The first seven chapters can be used as a classroom text, and the final four contain fascinating browsing material, including detailed surveys of color patterns, groups of color symmetry, and tilings by polygons.