Index Theory in von Neumann Algebras
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Table of Contents
Table of Contents
Index Theory in von Neumann Algebras
- Table of Contents iii4 free
- Abstract iv5 free
- 1. Introduction 16 free
- 2. Basic facts and notation 813 free
- 3. Definition of the semi-Fredholm elements, and of the index group and the index semigroup 1015
- 4. Alternative characterizations of the Fredholm and semi-Fredholm elements 1217
- 5. Definition of the index map i 1621
- 6. Properties of the index map i 2328
- 7. A representation of the index group and the index semigroup for relatively compact ideals 2732
- 8. Examples 3237
- 9. Definition of an index i for noncompact ideals 3641
- 10. Properties of the index i 4045
- 11. The maximal domain of continuity for the index 4853
- 12. The closure of the semi-Fredholm components; the distance to each component 5863
- References 7075