内容

目次

1. Introduction; 2. Positive maps; 3. Completely positive maps; 4.Dilation theorems; 5. Commuting contractions; 6. Completely positive mapsinto Mn; 7. Arveson's extension theorems; 8. Completely bounded maps; 9.Completely bounded homomorphisms; 10. Polynomially bounded operators; 11.Applications to K-spectral sets; 12. Tensor products and joint spectral sets;13. Operator systems and operator spaces; 14. An operator space bestiary; 15.Injective envelopes; 16. Multipliers and operator algebras; 17. Completelybounded multilinear maps; 18. Applications of operator algebras; 19.Similarity and factorization degree.