3 papers
math.RT2022
Invariants and Gorenstein projective modules
Nan Gao, Chi-Heng Zhang
Invariants with respect to recollements of the stable category of Gorenstein projective A-modules over an algebra A and stable equivalences are investigated. Specifically, the Gore…
math.RT2022
From Gorenstein derived equivalences to stable functors of Gorenstein projective modules
Nan Gao, Chi-Heng Zhang, Jing Ma
In the paper, we mainly connect the Gorenstein derived equivalence and stable functors of Gorenstein projective modules. Specially, we prove that a Gorenstein derived equivalence b…
math.RT2022
Gorenstein silting modules and Gorenstein projective modules
Nan Gao, Jing Ma, Chi-Heng Zhang
(Partial) Gorenstein silting modules are introduced and investigated. It is shown that for finite dimensional algebras of finite CM-type, partial Gorenstein silting modules are in…