… all Gorenstein projective modules over a ring R, then GP = (GProj, GProj⊥) is a cotorsion
pair. Moreover, GP is complete when all projective modules … of the projective modules. On the …

… We investigate Gorenstein flat modules relative to a not necessarily semidualizing module C
… We find the conditions for the class of G C -flat modules to be covering (Corollary 5.7) and to …

… Later, Bennis and Mahdou studied a particular case of Gorenstein projective, injective
and flat modules, which they called respectively, strongly Gorenstein projective, injective …

… We also study the class of GC-flat modules and the Bass class from the Auslander-Buchweitz
approximation theory point of view. We show that they are part of weak AB-contexts. As the …

… define Gorenstein flat modules over a Gorenstein ring. These … Gorenstein projective cover.
Finally, in Section 3, we prove that every module over a Gorenstein ring has a Gorenstein flat …

… We also consider the dual notion, that of Gorenstein FPn-projective modules. We use
FFn to denote the class of FPn-flat modules. We say that a module M is Gorenstein FPn-projective …

… We study how Gorenstein FP-injective R-modules, together with Gorenstein flat modules, …
For example, it is shown that a left module M over a left coherent ring is Gorenstein FP-injective …

… R-module has a flat precover. We show in the paper that every R-module has a Gorenstein
flat … In this paper, we prove that the class of Gorenstein flat R-modules is a precovering class …

… We emphasize that here is not necessarily Gorenstein. By our main result, if we know all
the Gorensteinprojective A-modules, we know all the Gorenstein-projective -modules, and, in …

… where each P i is finitely generated projective. In this article, it is shown … module has finite
Gorenstein projective dimension, then every finitely generated Gorenstein projective module is …