… It is well known that the projective, injective and flat modules are major research objects in
homological algebra. Abelian category is one of the most important categories in homological …

… [Citation10] also introduced the notion of Gorenstein flat modules. Recall that an R-module
M is called Gorenstein flat (G-flat for short), if there exists an exact sequence of flat R-modules …

… In Section 3, we study Frobenius bimodules and Gorenstein flat modules. In this section,
we prove that an R-module X is a Gorenstein flat (resp. Gorenstein projective) if and only if …

… a tilting module. In this paper, Gorenstein Td n -injective and Gorenstein Td n -flat modules
… ), then G is called Gorenstein Td n -injective (resp; Gorenstein Td n -flat) if there exists the …

… Then, relative to C, we introduce and study the rings over which every submodule of a projective
(flat) module is GC -projective (flat), which we call C-Gorenstein (semi)hereditary rings. …

… necessary conditions of Gorenstein projective modules over Morita … paper is to describe
Gorenstein flat modules over a Morita … necessary conditions of Gorenstein flat modules over the …

… a Gorenstein projective A-module and B = EndAM, then M is a AB-bimodule. We use the
restricted flat … has become a main ingredient in the relative homological algebra, and is widely …

Let $T$ be a tilting module. In this paper, Gorenstein $\pi[T]$-projective modules are …
Moreover, some characterizations of rings over which all modules are Gorenstein $\pi[T]$-…

… In relative homological algebra, the Gorenstein homological … the Gorenstein homological
theory, the properties of Gorenstein projective, injective and flat modules and related modules …

… that every Gorenstein projective module is Gorenstein flat and every Gorenstein flat module
has finite Gorenstein projective … A relative version of homological algebra is the area called …