Connections : the geometric bridge between art and science
Author(s)
Bibliographic Information
Connections : the geometric bridge between art and science
McGraw-Hill Pub. Co., c1991
- : pbk
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Note
Bibliography: p. 455-461
Includes index
Description and Table of Contents
Description
The aim of this book is to demonstrate the relationships between geometric forms and concepts and everyday shapes, forms and patterns. The author draws upon the work of noted designers and mathematicians such as Pythagoras, Escher, Penrose, Mandlebrot and Buckminster Fuller to show the connections between forms in nature, their basic mathematical concepts, and notions of what is beautiful and commodious.
Table of Contents
- Proportion in architecture
- similarity
- golden mean
- graphs
- tilings of the plane
- two-dimensional networks
- the Platonic solids
- re
- atives of the Platonic solids
- three-dimensional spacefilling and networks
- isometries and mirrors
- symmetry of two-dimensional design.
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