… a generalization of the Gorenstein injective modules: the Gorenstein FPn-injective modules
(denoted by GIn). They are the cycles of the exact complexes of injective modules that …

… (2) M has generalized Gorenstein dimension zero with respect to C and M ∈ BC (R). (3)
There exists an exact sequence W• =···→ Cl1 → Cl0 → Cn0 → Cn1 →··· such that M = ker(Cn0 …

… and homological Gorenstein dimensions. This direction of research was … modules can
be computed by Gorenstein injective resolutions. Here, we will apply the theory of Gorenstein …

… In this section we review basic properties of reflexive modules and reflexive sheaves which
we will use in the next section when we define generalized divisors. If M is a module over a …

… every module be cofibrant, in which case the fibrant objects are called Gorenstein injective
modules… the cofibrant objects are Gorenstein flat modules and the fibrant objects are cotorsion …

… of these modules. As consequences, we show that a module M has Gorenstein projective
dimension … The aim of this paper is to generalize the notions above to a more general context (…

… The aim of this paper is to generalize these results, and to give homological descriptions of
… every Gorenstein projective module Q. We show that every module M with finite Gorenstein …

… Gorenstein projective modules. In [GZ2] we determined all the finitely generated strongly
Gorenstein projective modules … modules is called a tilting class if there is a (generalized) tilting …

… As a generalization of the class of projective modules, the class of … and study certain modules
T over a local ring (R,𝔪), which test Gorenstein dimension of a finitely generated module of …

… , if a module over the extension ring is Gorenstein projective, then its underlying module over
the base ring is Gorenstein … In [5], Chen introduced a generalization of Frobenius extension, …