Handbook of tilting theory
edited by Lidia Angeleri Hügel, Dieter Happel, Henning Krause.
Cambridge, UK : Cambridge University Press, 2007.
viii, 472 págs. : ilustraciones ; 23 cm.
Serie: London Mathematical Society lecture note series ; 332
ISBN: 052168045X (pbk.), 9780521680455 (pbk.)
Incluye referencias bibliográficas.
Reseña: MathSciNet, 2008i:16001
Contenido
- Lidia Angeleri Hügel, Dieter Happel and Henning Krause, Basic results of classical tilting theory
- Thomas Brüstle, Classification of representation-finite algebras and their modules
- Sheila Brenner and M. C. R. Butler, A spectral sequence analysis of classical tilting functors
- Bernhard Keller, Derived categories and tilting
- Helmut Lenzing, Hereditary categories
- Lutz Hille and Michel Van den Bergh, Fourier-Mukai transforms
- Idun Reiten, Tilting theory and homologically finite subcategories with applications to quasihereditary algebras
- Stephen Donkin, Tilting modules for algebraic groups and finite dimensional algebras
- Luise Unger, Combinatorial aspects of the set of tilting modules
- Jan Trlifaj, Infinite dimensional tilting modules and cotorsion pairs
- Øyvind Solberg, Infinite dimensional tilting modules over finite dimensional algebras
- Riccardo Colpi and Kent R. Fuller, Cotilting dualities
- Joseph Chuang and Jeremy Rickard, Representations of finite groups and tilting
- Brooke Shipley, Morita theory in stable homotopy theory
- Claus Michael Ringel, Appendix: Some remarks concerning tilting modules and tilted algebras. Origin. Relevance. Future.
