… modules and Gorenstein flat modules. The strongly … modules and Gorenstein flat modules.
In Section 3, we define and investigate the strongly Gorenstein flat dimension for modules and …

… Gorenstein injective and Gorenstein flat modules have been studied by … -Gorenstein rings
(see [7, Theorem 2.1]). In this section, we shall show that every R-module has a Gorenstein flat …

… the characterization of Gorenstein flat left modules (then of Gorenstein flat dimension of left …
that the class of all Gorenstein flat left R-modules and the class of all flat left R-modules agree.…

… It is proved in this respect that each Gorenstein flat module is a direct summand of a strongly
Gorenstein flat module (Theorem 3.5 in [4]). The proof of our main theorem relies heavily on …

… Using the result mentioned above we show that the clas of Gorenstein flat (left) modules
along … Gorenstein flat modules (see 3 for the definition) and obtain a relative version of the "flat …

… It is worth noting that the existence of a Gorenstein projective … a Gorenstein projective cover.
Finally, in Section 3, we prove that every module over a Gorenstein ring has a Gorenstein flat …

… Using the analogous approximations of Gorenstein flat modules by PGF-modules and flat
modules, that were obtained by Saroch and Stovicek in [26], we describe a similar Hovey triple …

… cotorsion) modules. In this paper, we generalise this result to a certain … of Gorenstein flat
modules, which we call Gorenstein B -flat modules, where B is a class of right R -modules. Using …

… Gorenstein flat modules over a triangular matrix ring T under the condition “T is a Gorenstein
ring, … The main objective of the present paper is to further study Gorenstein flat modules over …

… of the Gorenstein flat complexes of modules. We show that if R is a left GF-closed ring,
then a complex X is Gorenstein flat if and only if the modules Xi are Gorenstein flat for all i ∈ . …