Galois extensions of structured ring spectra 1. Introduction 2. Galois extensions in algebra 3. Closed categories of structured module spectra 4. Galois extensions in topology 5. Examples of Galois extensions 6. Dualizability and alternate characterizations 7. Galois theory I 8. Pro-Galois extensions and the Amitsur complex 9. Separable and étale extensions 10. Mapping spaces of commutative $S$-algebras 11. Galois theory II 12. Hopf-Galois extensions in topology Stably dualizable groups 1. Introduction 2. The dualizing spectrum 3. Duality theory 4. Computations 5. Norm and transfer maps
Summary
Galois Extensions of Structured Ring Spectra: Abstract Introduction Galois extensions in algebra Closed categories of structured module spectra Galois extensions in topology Examples of Galois extensions Dualizability and alternate characterizations Galois theory I Pro-Galois extensions and the Amitsur complex Separable and etale extensions Mapping spaces of commutative $S$-algebras Galois theory II Hopf-Galois extensions in topology References Stably Dualizable Groups: Abstract Introduction The dualizing spectrum Duality theory Computations Norm and transfer maps References Index
Bibliography
Includes bibliographical references (pages 131-132) and index
