AG : Erlend D. Børve (NTNU, Trondheim) : « Two-term silting and τ-cluster morphism categories »
Silting objects characterise derived equivalences of connective dg-algebras. The more restricted class of two-term silting object is inextricably linked with cluster combinatorics. We review the definition and first properties of two-term silting objects in triangulated categories. One can use them