Equivalences induced by infinitely generated silting modules

2017/05/31 by Breaz, Simion, Modoi, George Ciprian
#FOS: Mathematics #Representation Theory (math.RT)

paper · doi:10.48550/arxiv.1705.10981

Abstract

We study equivalences induced by a silting module T or, equivalently, by a complex of projectives ℙ, concentrated in -1 and 0 which is silting in the derived category D(R) of a ring R.

Related

• TTF classes generated by silting modules
• Derived equivalences induced by good silting complexes
• Silting, cosilting, and extensions of commutative ring
• On the abundance of silting modules
• The ascent-descent property for 2-term silting complexes