Peter Pearce 〜の在庫検索結果 / 日本の古本屋

ジェフリー・スマート　Jeffrey Smart ; retrospective

(有)みちくさ書店
東京都国立市東

￥5,000 （送料：￥820～）

Edmund Capon ; with contributions by Barry Pearce ･･･

英語　ペーパーバック　裏表紙少ヤケ　天少シミ　内部良好

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ジェフリー・スマート　Jeffrey Smart ; retrospective

￥5,000 （送料：￥820～）

Edmund Capon ; with contributions by Barry Pearce and Peter Quartermaine 、Art Gallery of New South Wales 、1999 、212 p. 、1冊　　　　　　　　　　　　　　　

英語　ペーパーバック　裏表紙少ヤケ　天少シミ　内部良好

(有)みちくさ書店

Structure in Nature is a Strategy for Design

パージナ
東京都中央区日本橋富沢町4-6 Core-46 Bldg.

￥5,500

Peter Pearce、MIT Press、1978、xvii, 245p、27.8 x 21.5･･･

初版、文 : 英語

Preface and Acknowledgments
Introduction
I Structure in Nature and Design
1. Geometry as Structure
2. Closest Packing in Nature
3. Some Principles of Built Structure
4. Ordering Principles and Geometry
5. Symmetry and Space Filling
II A Theory of Spatial Order
6. Toward a Morphological System
7. Principles of Order and the Universal Node System
8. Saddle Polyhedra, the Universal Network. The Cube Revisited
9. Continuous Surfaces and Labyrinths
III Theory of Structure
10. Continuous Surfaces as Triangulated Networks
11. Infinite Spatial Networks from Equilateral Triangles
12. Closest Packed Cells and Triangulation of Space
IIII The Reduction to Practice
13. Minimum Inventory/Maximum Diversity Building Systems
14. saddle Polyhedra and Continuous Surface as Environmental Structures
Bibliography
Photo and picture credits

Structure in Nature is a Strategy for Design

￥5,500

Peter Pearce 、MIT Press 、1978 、xvii, 245p 、27.8 x 21.5cm 、1冊

初版、文 : 英語 Preface and Acknowledgments Introduction I Structure in Nature and Design 1. Geometry as Structure 2. Closest Packing in Nature 3. Some Principles of Built Structure 4. Ordering Principles and Geometry 5. Symmetry and Space Filling II A Theory of Spatial Order 6. Toward a Morphological System 7. Principles of Order and the Universal Node System 8. Saddle Polyhedra, the Universal Network. The Cube Revisited 9. Continuous Surfaces and Labyrinths III Theory of Structure 10. Continuous Surfaces as Triangulated Networks 11. Infinite Spatial Networks from Equilateral Triangles 12. Closest Packed Cells and Triangulation of Space IIII The Reduction to Practice 13. Minimum Inventory/Maximum Diversity Building Systems 14. saddle Polyhedra and Continuous Surface as Environmental Structures Bibliography Photo and picture credits