From simple-minded collections to silting objects via Koszul duality

Abstract

Given an elementary simple-minded collection in the derived category of a non-positive dg algebra with finite-dimensional total cohomology, we construct a silting object via Koszul duality.

20 pages. To appear in Algebra and Representation Theory

References in corpus (1)

• Discreteness of silting objects and t-structures in triangulated categories

Cited by in corpus (1)

• The derived category of an algebra with radical square zero