Simion Breaz, Babes-Bolyai University

Title: Silting complexes and extensions of commutative rings

Abstract: I will discuss the transfer of (co)silting objects in derived categories of module categories via the extension functors induced by morphisms of commutative rings. In particular, we will see that the extension functors preserve (co)silting objects of (co)finite type. There are many cases when, if the morphism is faithfully flat, the bounded silting property is reflected by the associated extension functor. The talk is based on a joint work with Michal Hrbek and George-Ciprian Modoi