資料來源: Google Book
Geometric symmetry in patterns and tilings
- 作者: Horne, Clare E.
- 出版: Cambridge, England :Boca Raton : Textile Industries ;CRC Press 2000.
- 稽核項: 1 online resource (238 pages) :illustrations.
- 標題: Symétrie (Art) , DESIGN Product. , Technique. , Design Technique. , Symmetry (Art) , Reference. , DESIGN Essays. , Electronic books. , Motifs (Art décoratif) , Repetitive patterns (Decorative arts) , Pavage (Mathématiques) , Decorative Arts. , DESIGN Decorative Arts. , Design , Product. , DESIGN Reference. , DESIGN , Essays. , Tiling (Mathematics)
- ISBN: 1855734923 , 9781855734920
- ISBN: 0849310482 , 9780849310485
- 試查全文@TNUA:
- 附註: Includes bibliographical references and index. Preliminaries; Contents; Foreword; Acknowledgements; 1 Introduction; 2 Classification of designs by symmetry group; 3 Classification of designs by symmetry group and design unit; 4 Classification of discrete patterns; 5 Classification of isohedral tilings; 6 Summary and conclusions; Index.
- 摘要: This book covers a wide range of mathematical concepts as they are applied to regularly repeating surface decoration for textiles and other decorated materials such as wallpapers and wrappings. Starting with basic principles of symmetry it moves on to cover more complex issues of graph theory, group theory and topology. All these concepts are extensively illustrated with over 1000 original illustrations. A complex area, previously best understood by mathematicians and crystallographers, is made accessible here to artists and designers.
- 電子資源: https://dbs.tnua.edu.tw/login?url=https://search.ebscohost.com/login.aspx?direct=true&scope=site&db=nlebk&AN=101394
- 系統號: 005305647
- 資料類型: 電子書
- 讀者標籤: 需登入
- 引用網址: 複製連結
This book covers a wide range of mathematical concepts as they are applied to regularly repeating surface decoration for textiles and other decorated materials such as wallpapers and wrappings. Starting with basic principles of symmetry it moves on to cover more complex issues of graph theory, group theory and topology. All these concepts are extensively illustrated with over 1000 original illustrations. A complex area, previously best understood by mathematicians and crystallographers, is made accessible here to artists and designers.
來源: Google Book
來源: Google Book
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