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Synergetics
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Synergetics
Synergetics
Books by R. Buckminster Fuller
Acknowledgements
0.1 A Note on Collaboration
Scenarios
Explicit: A note to the reader
Preface
Moral of the Work
Author’s Note on the Rationale for Repetition in This Work
Introduction: The Wellspring of Reality
0.1.1 Wave or Particle
0.1.2 Even- and Odd-Number Reduction of Necklace Polygons
0.1.3 Hexagonal Construction
0.1.4 Cutting Out Circular Cookies
0.1.5 Rational Fraction Elements
0.1.6 Continuous Pattern Strip: “Come and Go”
0.1.7 Self-Packing Allspace-Filling Geometries
0.1.8 Tetrahedron and Octahedron as Complementary Allspace Fillers: A and B Quanta Modules
0.1.9 Eightness Dominance
0.2 Contribution to Synergetics
0.2.1 A Introduction
0.2.2 B Proof of Euler’s Equation
0.2.3 C Doubly Connected Polyhedra
0.2.4 D The Sum of the Surface Angles of a Singly Connected Polyhedron
0.2.5 E Duals
0.2.6 F Close Packing
0.2.7 G The Icosahedron and the Golden Section
0.2.8 H Remarks on Some Elementary Volume Relations Between Familiar Solids
0.2.9 I Space-Filling Polyhedra
0.2.10 J The A and B Modules and the Trirectangular Tetrahedron
0.2.11 K The Rectangular Cross Section of the Regular Tetrahedron
0.2.12 L Symmetry and Great Circles of Solids
0.2.13 M Proof of the Equation N = 10v^{2}+2
0.2.14 N Parallel and Series Connections
0.2.15 O The Number of Connections Between Events
0.2.16 P Vector Equilibrium in Crystals
0.2.17 Q Bibliography
List of Figures
List of Tables
Bibliography
Synergetics
R. Buckminster Fuller
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