Let R be an associative ring with identity and F a class of R-modules. In this article: we first
give a detailed treatment of Cartan-Eilenberg F complexes and extend the basic properties …

In this article, we extend the notion of FP-injective modules to that of Cartan–Eilenberg
complexes. We show that a complex are complexes consisting of FP-injective modules over …

Let R be an arbitrary associated ring. For an integer N⩾ 2 and a self-orthogonal subcategory
WW of R-modules, we study the notion of Cartan-Eilenberg W WN-complexes. We show that …

Let $\mathcal {X} $ be a class of $ R $-modules. In this paper, we investigate\; $\mathcal {X}
$-(fg) injective ((fg) projective) and DG-$\mathcal {X} $-injective (projective) complexes …

Let R be a commutative ring and C a semidualizing R-module. We investigate the relations
between C-flat modules and C-FP-injective modules and use these modules and their …

Foxby equivalences of Cartan-Eilenberg complexes Page 1 浙 江 大 学 学 报(理学版) Journal of
Zhejiang University(Science Edition) http://www.zjujournals.com/sci 第 46 卷第 6 期 2019 年 11 …

The aim of this paper is to investigate properties of endo-prime and endo-coprime modules
which are generalizations of prime and simple rings, respectively. Various properties of …

In this work we give sufficient conditions for a ring $ R $ to be quasi-Frobenius, such as $ R
$ being left artinian and the class of injective cogenerators of $ R $-Mod being closed under …

We introduce and study the notions of restricted projective, injective and flat complexes of
modules. It is shown in the paper that a complex C of modules is restricted projective if and …

In this article, we characterize some rings in terms of the DG-projective, injective and flat
complexes. We also give some connections between DG-injective complexes and DG-flat …