Handbook of Tilting Theory

ISBN: 9780521680455 出版年：2007 页码：482 Lidia Angeleri Hugel Dieter Happel Henning Krause Cambridge University Press

1. Introduction 2. Basic results of classic tilting theory L. Angeleri Hugel, D. Happel and H. Krause 3. Classification of representation-finite algebras and their modules T. Brustle 4. A spectral sequence analysis of classical tilting functors S. Brenner and M. C. R. Butler 5. Derived categories and tilting B. Keller 6. Fourier-Mukai transforms L. Hille and M. Van den Bergh 7. Tilting theory and homologically finite subcategories with applications to quasihereditary algebras I. Reiten 8. Tilting modules for algebraic groups and finite dimensional algebras S. Donkin 9. Combinatorial aspects of the set of tilting modules L. Unger 10. Cotilting dualities R. Colpi and K. R. Fuller 11. Infinite dimensional tilting modules and cotorsion pairs J. Trlifaj 12. Infinite dimensional tilting modules over finite dimensional algebras O. Solberg 13. Representations of finite groups and tilting J. Chuang and J. Rickard 14. Morita theory in stable homotopy theory B. Shipley.