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Table of Contents
Part I. Lagerungen - Arrangements in the Plane, on the Sphere, and in Space
1. Some Theorems from Elementary Geometry
2. Theorems from the Theory of Convex Bodies
3. Problems on Packing and Covering in the Plane
4. Efficiency of Packings and Coverings with a Sequence of Convex Disks
5. Extremal Properties of Regular Polyhedra
6. Irregular Packing on the Sphere
5. Packing in Space
Part II. Notes and Additional Chapters to the English Edition
8. Notes
9. Finite Variations on the Isoperimetric Problem
10. Higher Dimensions
11. Ball Packings in Hyperbolic Space
12. Mutliple Arrangements
13. Neighbors
14. Packing and Covering Properties fo Sequences of Convex Bodies
15. Four Classic Problems
16. Miscellaneous Problems about Packing and Covering
References for Part I
References for Part II
Name Index
Subject Index.
1. Some Theorems from Elementary Geometry
2. Theorems from the Theory of Convex Bodies
3. Problems on Packing and Covering in the Plane
4. Efficiency of Packings and Coverings with a Sequence of Convex Disks
5. Extremal Properties of Regular Polyhedra
6. Irregular Packing on the Sphere
5. Packing in Space
Part II. Notes and Additional Chapters to the English Edition
8. Notes
9. Finite Variations on the Isoperimetric Problem
10. Higher Dimensions
11. Ball Packings in Hyperbolic Space
12. Mutliple Arrangements
13. Neighbors
14. Packing and Covering Properties fo Sequences of Convex Bodies
15. Four Classic Problems
16. Miscellaneous Problems about Packing and Covering
References for Part I
References for Part II
Name Index
Subject Index.