CONTENTS
Introduction
1. Basic definitions
2. E theory
3. X-injective spectra
4. Generalised Moore spectra
5. Bousfield classes
6. The jE(n)-local category
7. General properties of the K(n)-local category
8. Smallness and duality
9. Homology and cohomology functors
10. Brown-Comenetz duality
11. The natural topology
12. Dualisable spectra
13. if-nilpotent spectra
14. Grading over the Picard group
15. Examples
16. Questions and conjectures
A. Completion
B. Small objects in other categories
References
Index
1
3
6
18
21
32
33
41
45
50
52
55
57
64
67
75
81
83
91
96
99
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