… By the remarks in 3.20, we can pick a short exact sequence 0→K′→F→K→0, where F→K
is a flat cover of K, and K′ is cotorsion with fd R K′=n−1. Since both K′ and K are cotorsion…

… the class of Gorenstein flat-cotorsion modules for group rings… is related to the transfer of
properties of modules along the ring … the class of Gorenstein flat-cotorsion modules, especially in …

… 240 10.3 The n-flat cotorsion pair of chain complexes and model structures . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . 245 10.4 The homotopy category of differential graded model structures 252 …

… tor of R-modules of finite Gorenstein flat dimension. In particular, we will prove Theorems A
… will study Tate homology ̂ tor of cotorsion R-modules of finite Gorenstein flat dimension over …

… homological dimension based on the class of projectively coresolved Gorenstein flat modules
(PGF-modules), … are complete and hereditary cotorsion pairs in the exact category PGF(R). …

… We point out that cotorsion Gorenstein flat modules are particular examples of the Gorenstein
flat cotorsion modules introduced in [11]. In the sequel, we describe two hereditary Hovey …

… [3] introduced Gorenstein flat-cotorsion modules. … Gorenstein flat-cotorsion modules.
The main purpose of this paper is to describe the category of Gorenstein flat-cotorsion T-modules. …

… it sends flat R-modules to flat S-modules, … Gorenstein flat and cotorsion modules. To this
end let Ctac((F∩C)(R)) denote the category of totally acyclic complexes of flat cotorsion modules…

… R) modulo flat-cotorsion modules and it is compactly generated when R has finite global
Gorenstein projective dimension. The second part of this paper deals with the PGF dimension of …

… only if it is strongly cotorsion, and a right R-module is Gorenstein flat if and only if … Gorenstein
ring R, a left R-module is Gorenstein injective (resp. flat) if and only if it is strongly cotorsion (…