… Gorenstein projective modules is covering. We also characterize the rings over which the class
of Gorenstein projective modules … every module has a Gorenstein projective preenvelope. …

… 3 We first note that if Mv is Gorenstein projective, then Hom(E(k), M) = (Mu)* # 0 since MV #
0. … R-module N is Gorenstein projective if and only if N* is Gorenstein projective. Hence Mu is …

… properties of Gorenstein flat modules extend to the class of Gorenstein AC-flat modules; for
… Gorenstein flat modules) every Gorenstein AC-flat module is a direct summand of a strongly …

… ) Gorenstein injective? We settle such a question in the affirmative and the dual result for the
Gorenstein projective modules … As an application, we provide the Gorenstein versions of the …

… module is Gorenstein projective (injective, respectively) if and only if its underlying module is
Gorenstein projective (… We then relate the Ringel–Zhang theorem on differential modules to …

… Gorenstein projective. While the relation between Gorenstein projective and Gorenstein flat
modules is not well understood, the class of projectively coresolved Gorenstein flat modules …

… of modules of finite Gorenstein projective, injective and flat … all Gorenstein projective
modules are Gorenstein flat and … of the Gorenstein Tor-functor for modules of finite Gorenstein …

… envelopes of (Gorenstein) flat modules and (Gorenstein) flat covers of injective modules. We
… the injective envelope of R R is (Gorenstein) flat if and only if the injective envelope of every …

… We notice that every (left or right) R-module over a Gorenstein ring R is of finite
Gorenstein flat dimension by [7, Theorem 12.3.1], and hence admits a Tate flat resolution. …

… Gorenstein projective modules) … Gorenstein projective modules over a left Gorenstein regular
ring R is a strong Kaplansky class, then so is the class of all Gorenstein projective modules …