Chapter Eleven Hierarchies

Chapters in this book

1. Frontmatter i
2. Contents vii
3. Acknowledgments xi
4. Chapter One Introduction 1
5. Chapter Two CAT(0) Cube Complexes 3
6. Chapter Three Cubical Small-Cancellation Theory 30
7. Chapter Four Torsion and Hyperbolicity 94
8. Chapter Five New Walls and the B(6) Condition 99
9. Chapter Six Special Cube Complexes 166
10. Chapter Seven Cubulations 181
11. Chapter Eight Malnormality and Fiber-Products 218
12. Chapter Nine Splicing Walls 225
13. Chapter Ten Cutting X ∗ 232
14. Chapter Eleven Hierarchies 242
15. Chapter Twelve Virtually Special Quotient Theorem 246
16. Chapter Thirteen Amalgams of Virtually Special Groups 266
17. Chapter Fourteen Large Fillings Are Hyperbolic and Preservation of Quasiconvexity 272
18. Chapter Fifteen Relatively Hyperbolic Case 281
19. Chapter Sixteen Largeness and Omnipotence 304
20. Chapter Seventeen Hyperbolic 3-Manifolds with a Geometrically Finite Incompressible Surface 310
21. Chapter Eighteen Limit Groups and Abelian Hierarchies 321
22. Chapter Nineteen Application Towards One-Relator Groups 333
23. Chapter Twenty Problems 343
24. References 345
25. Index 353