Introduction
1. Unconditioned and absolute summability in Banach spaces
2. Fundamentals of p-summing operators
3. Summing operators on Cp-spaces
4. Operators on Hilbert spaces and summing operators
5. p-Integral operators
6. Trace duality
7. 2-Factorable operators
8. Ultraproducts and local reflexivity
9. p-Factorable operators
10. (q, p)-Summing operators
11. Type and cotype: the basics
12. Randomised series and almost summing operators
13. K-Convexity and B-convexity
14. Spaces with finite cotype
15. Weakly compact operators on C(K)-spaces
16. Type and cotype in Banach lattices
17. Local unconditionality
18. Summing algebras
19. Dvoretzky's theorem and factorization of operators
References
Indexes.
