… with any injective module. We use G F to denote the class of Gorenstein flat modules. It is …
were defined in [Citation7] as a relative version of the Gorenstein flat modules. They are the …

… These involve the concept of a Hovey triple in exact additive categories, the basics on
Gorenstein flat and PGF-modules, and the notion of relative injectivity of linear maps with respect …

… Since F is a Gorenstein flat module, we obtain that is a strongly Gorenstein flat complex by
the definition. From the hypothesis, the sequence (*) splits in the category of complexes, so …

… Let E be an injectively resolving subcategory of left R-modules. We introduce and study E-Gorenstein
flat modules as a common generalization of some known modules such as …

… question when Gorenstein flat modules are Gorenstein projective. … Gorenstein projective
modules and Gorenstein flat modules by employing strict Mittag–Leffler conditions and modules. …

… In this paper, we introduce and study the notions of Gorenstein n-weak injective and Gorenstein
n-weak flat modules by using the notion of special super finitely presented modules. On …

… In preparation, we recall a result about colimits of Gorenstein flat modules: … of Gorenstein
flat modules is Gorenstein flat, so it remains to see that the modules V − 1 M are Gorenstein flat. …

… Gorenstein projective (resp. injective) module [4, Theorem 2.7], and every Gorenstein flat
module is a direct summand of a strongly Gorenstein flat module [4, Theorem 3.5]. Later, Yang …

… The following characterization of n-Gorenstein flat modules is a key result to show many
results in this section. The case n = 0 is due to Šaroch and Štovıcek [33, Theorem 4.11]. …

… Next, we announce the first change of rings theorem relative to the Gorenstein injective
dimension. It is noteworthy, in this regard, that the first change theorem for injective dimension …