Slides from Workshop on Triangulated Categories

University of Leeds, 13 - 19 August 2006


Osamu Iyama: Mutations in triangulated categories and rigid Cohen-Macaulay modules
Srikanth Iyengar: Levels in triangulated categories
Kiriko Kato: Morphisms represented by monomorphisms
Bernhard Keller: A characterization of cluster categories
Henning Krause: Support varieties for triangulated categories
Sefi Ladkani: Constructions of derived equivalences of finite posets
Ralf Meyer: Homological algebra with ideals in triangulated categories
Fernando Muro: Triangulated categories with universal Toda bracket
Jiri Rosicky: When are all localising subcategories of a triangulated category coreflective?
Stefan Schwede: Algebraic versus topological triangulated categories
Amnon Yekutieli: Rigid dualizing complexes via Differential Graded Algebras


Page maintained by Peter Jørgensen.
Last modified 18 October 2006.