Galois and Cleft Monoidal Cowreaths. Applications.

Cover
Title page
Part 1. Introduction and Preliminaries
Chapter 1. Introduction
Chapter 2. Preliminaries
2.1. Coflat and robust objects
2.2. Cowreaths in monoidal categories and entwined module categories associated to them
Part 2. A Schneider type theorem for monoidal cowreaths
Chapter 3. A pair of adjoint functors
Chapter 4. The fundamental theorem for entwined modules over monoidal cowreaths
Chapter 5. Total integrals and the structure theorem
Part 3. Cleft cowreaths and wreath algebras
Chapter 6. Cleft cowreaths
Chapter 7. Cleft cowreaths versus wreath algebras
Part 4. Applications
Chapter 8. Cleft (co)wreaths arising from Doi-Hopf modules over (quasi-)bialgebras
Chapter 9. Cleft (co)wreaths arising from crossed products by a coalgebra
Chapter 10. Cleft (co)wreaths arising from -Doi-Hopf cowreaths
Chapter 11. Cleft (co)wreaths arising from generalized crossed products
Chapter 12. Cleft (co)wreaths arising from quasi-Hopf bimodules
Bibliography
Back Cover.