… Now following the terminology of [4] we will call the modules in 3i weakly Gorenstein flat
modules. Let ^ be the same class of modules of Section 2. The following result is analogous to […

… a flat model structure on modules over … projective and Ding flat modules. They are the
obvious generalizations of Gorenstien injective, Gorenstein projective and Gorenstein flat modules …

… The main result Theorem 4.1 claims that a Λ-module is Gorensteinprojective if and only …
Gorenstein. In this way we give an inductive construction of the Gorensteinprojective Λ-modules …

… homological properties of strongly Gorenstein flat modules over a general … Gorenstein flat
R-modules is projectively resolving, and for any module M with finite strongly Gorenstein flat …

… the usual silting modules (resp. complexes). We show … Gorenstein silting modules are the
module-theoretic counterpart of 2-term Gorenstein silting complexes; and partial Gorenstein …

… in Gorenstein homological algebra. However, the relation … Gorenstein projective and
Gorenstein flat modules is not well understood. For example, projective modules are always flat, but …

… R-modules, Y be a class of right R-modules. In this article, we introduce and study Gorenstein
( X , Y ) -flat modules as … known modules such as Gorenstein flat modules, Gorenstein n-flat …

… We are concerned primarily with the modules having a certain vanishing property of their …
show that R is Gorenstein if and only if pa,(p, F) = 0 whenever ht(p) = i for any flat module F. In …

… n (I,M) = 0 for some injective right module I} = ∞ implies GfdR(M) = fdR(M) = ∞. Therefore …
next is on modules of finite Gorenstein flat dimension, precisely on modules possessing a flat …

… In section 3 we define Gorenstein gr-injective modules and characterize them in terms its …
we study finitely generated Gorenstein gr-projective modules in a dual way of Gorenstein gr-…