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Shaping Space

Overview of attention for book
Cover of 'Shaping Space'

Table of Contents

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    Book Overview
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    Chapter 1 Introduction to the Polyhedron Kingdom
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    Chapter 2 Six Recipes for Making Polyhedra
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    Chapter 3 Regular and Semiregular Polyhedra
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    Chapter 4 Milestones in the History of Polyhedra
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    Chapter 5 Polyhedra: Surfaces or Solids?
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    Chapter 6 Dürer’s Problem
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    Chapter 7 Exploring the Polyhedron Kingdom
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    Chapter 8 Spatial Perception and Creativity
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    Chapter 9 Goldberg Polyhedra
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    Chapter 10 Polyhedra and Crystal Structures
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    Chapter 11 Polyhedral Molecular Geometries
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    Chapter 12 Form, Function, and Functioning
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    Chapter 13 The Polyhedron Kingdom Tomorrow
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    Chapter 14 Paneled and Molecular Polyhedra: How Stable Are They?
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    Chapter 15 Duality of Polyhedra
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    Chapter 16 Combinatorial Prototiles
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    Chapter 17 Polyhedra Analogues of the Platonic Solids
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    Chapter 18 Convex Polyhedra, Dirichlet Tessellations, and Spider Webs
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    Chapter 19 Uniform Polyhedra from Diophantine Equations
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    Chapter 20 Torus Decompostions of Regular Polytopes in 4-space
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    Chapter 21 Tensegrities and Global Rigidity
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    Chapter 22 Ten Problems in Geometry
Attention for Chapter 19: Uniform Polyhedra from Diophantine Equations
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