… Gorenstein flat model structure on the category of complexes. We point out in Remark 3.3
that our method to get the model … Section 4 is devoted to comparing several model structures …

… are the cycles of exact complexes of injective modules that stay exact when we … module A;
the Gorenstein AC-projective modules are the cycles of exact complexes of projective modules …

… a model structure such that the class of cofibrant objects coincides with the class GFn(R) of
all modules having Gorenstein … is a trivial model structure (in the sense that every module is a …

… Gorenstein homological algebra to any given semi-complete duality pair D = (L ,A ). This
generalizes the homological theory of the AC-Gorenstein modules … Ding injective modules are …

… module C, we introduce and study new concepts of relative Gorenstein cotorsion and cotorsion
modules… a unique hereditary abelian model structure on the category of left R-modules, in …

… (ie, not every module is a trivial object in the model structure), and not projective (ie, not every
module is a … Since all the hereditary abelian model structures in each chain have the same …

… , as the homotopy category of the exact model structure which … of Gorenstein flat modules by
PGF-modules and flat modules, … PGF-modules as the homotopy category of a Quillen model …

… 3, we show that the homotopy category of each of model structures above on T-Mod admits
a … projectively coresolved Gorenstein flat, Ding injective and Gorenstein flat model structures. …

… modules with Gorenstein projective modules. In view of this, how to deal with the Gorenstein
… for Gorenstein projective T-modules over the triangular matrix ring T. We get the following: …

… We construct a flat model structure on the category Q, RMod of additive functors from a small
preadditive category Q satisfying certain conditions to the module category RMod over an …