Ebook Handbook of Regular Patterns: An Introduction to Symmetry in Two Dimensions, by Peter S. Stevens
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Handbook of Regular Patterns: An Introduction to Symmetry in Two Dimensions, by Peter S. Stevens
Ebook Handbook of Regular Patterns: An Introduction to Symmetry in Two Dimensions, by Peter S. Stevens
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Most books catalog patterns either by motif or historical period. This handbook takes a different approach by revealing the structural anatomy of patterns, showing how they are generated and how their parts interrelate. It demonstrates how designers and artists, whether students or professionals, can play limitless variations upon a few fundamental patterns and structural arrangements.
The book explores these configurations step by step, starting with simple symmetries of mirror reflections, rotations, translations, and glide-reflections, building to point groups and the seven distinct band or linear arrays, and culminating in the seventeen full-fledged wallpaper patterns. A concluding chapter presents a visual synopsis of the basic patterns.
- Sales Rank: #914897 in Books
- Brand: MIT Press
- Published on: 1981-04-26
- Ingredients: Example Ingredients
- Original language: English
- Number of items: 1
- Dimensions: 1.03" h x 8.52" w x 8.46" l,
- Binding: Paperback
- 400 pages
Most helpful customer reviews
0 of 0 people found the following review helpful.
Invaluable Reference
By ArtAnywhere
This book was recommended by an associate artist. It is an excellent text and visual reference for my own work and for creating exercises for my students.
10 of 10 people found the following review helpful.
A beautiful book on a deep subject
By elwin
The Handbook of Regular Patterns is 390 pages (plus biblio & index) of lovely black and white images. What ties them together is that they can be repeated to "tile the plane" i.e. to fill an indefinitely large page.
They are broken down into 17 kinds of tilings known as symmetry groups or wallpaper groups, each with its own sort of beauty (the Dutch artist M.C. Escher was well versed in the symmetry groups and used them extensively in his art). As a special bonus, the book also presents the 7 linear groups and a few point groups.
After studying the book for a while I was inspired to design and construct my own regular 2D pattern, a fish shaped tile based on the "p2" symmetry group. I cut about 20 tiles out of stoneware clay and fired and glazed them (over 10 years ago), but I still haven't installed them yet.
I have also used ideas from the book to help design quilting patterns and to make patterns for tile floors (all square tiles, but patterns in groups of tiles). I think the book is a useful item in a designer's toolbox.
An interesting topic not covered in the book (because it's not a true tesselation since it has no repeats) is the penrose tiling. Google for penrose tiling to see beautiful patterns based on pentagonal symmetry.
17 of 17 people found the following review helpful.
Excellent resource for pattern construction
By Janet B. Croft
Anyone interested in constructing repeating patterns, the history of design and ornament, quilting, M.C.Escher, geometry, tesselations, or mathematical concepts in the regular division of the plane, will find this hefty book an excellent resource. The historical examples are drawn from an astonishing variety of cultures, and following the exercises at the end of each chapter will give the reader a very thorough grounding in the subject.
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