8. Continuous geometries

Kapitel in diesem Buch

1. Frontmatter i
2. Preface vii
3. Contents ix
4. Introduction 1
5. Part I: Basics
6. 1. Model examples 5
7. 2. Categories and functors 23
8. 3. C∗-algebras 31
9. Part II: Noncommutative invariants
10. 4. Topology 53
11. 5. Algebraic geometry 101
12. 6. Number theory 137
13. Part III: Brief survey of NCG
14. 7. Finite geometries 199
15. 8. Continuous geometries 203
16. 9. Connes geometries 207
17. 10. Index theory 217
18. 11. Jones polynomials 233
19. 12. Quantum groups 239
20. 13. Noncommutative algebraic geometry 243
21. 14. Trends in noncommutative geometry 249
22. References 253
23. Index 261