Morava K-theories and Localisation

Introduction Basic definitions $E$ theory $K$-injective spectra Generalised Moore spectra Bousfield classes The $E(n)$-local category General properties of the $K(n)$-local category Smallness and duality Homology and cohomology functors Brown-Comenetz duality The natural topology Dualisable spectra $K$-nilpotent spectra Grading over the Picard group Examples Questions and conjectures Completion Small objects in other categories References Index.