Geometric symmetry
著者
書誌事項
Geometric symmetry
Cambridge University Press, 1978
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注記
Bibliography: p. [217]
Includes index
内容説明・目次
内容説明
Symmetry is of interest in two ways, artistic and mathematical. It underlies much scientific thought, playing an important role in chemistry and atomic physics, and a dominant one in crystallography. It is important in architectural and engineering design and particularly in the decorative arts. This book provides a comprehensive account of symmetry in a form acceptable to readers without much detailed mathematical knowledge or experience who nevertheless want to understand the basic principles of the subject. It will be useful in school and other libraries and as preliminary reading for students of crystallography. The treatment is geometrical, which should appeal to art students and to readers whose mathematical interests are that way inclined.
目次
- 1. Reflexions and rotations
- 2. Finite patterns in the plane
- 3. Frieze patterns
- 4. Wallpaper patterns
- 5. Finite objects in three dimensions
- 6. Rod patterns
- 7. Layer patterns
- 8. Space patterns
- 9. Patterns allowing continuous movement
- 10. Dilation symmetry
- 11. Colour symmetry
- 12. Classifying and identifying plane patterns
- 13. Making patterns
- 14. Movements in the plane
- 15. Symmetry groups. Point groups
- 16 Line groups in two dimensions
- 17. Nets
- 18. Plane groups in two dimensions
- 19. Movements in three dimensions
- 20. Point groups in three dimensions
- 21. Line groups in three dimensions
- 22. Plane groups in three dimensions
- 23. Lattices
- 24. Space groups I
- 25. Space groups II
- 26. Limiting groups
- 27. Colour symmetry.
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