In this article, we introduce a new type of projective modules, called the weak w-projective
module. By using this type of modules, we give a homological characterization of Krull …

Let $ R $ be a commutative ring. In this paper, the $ w $-projective Basis Lemma for $ w $-
projective modules is given. Then it is shown that for a domain, nonzero $ w $-projective …

Let R be a commutative ring with identity. In this paper, w∞-projective modules are
introduced and studied. It is shown that every R-module has a special w∞-projective …

In this article, we generalize the concepts of several classes of domains (which are related to
Krull domains) to torsion-free modules, and show that for a faithful multiplication module M …

Let M be a torsion-free module over an integral domain D with quotient field K. We define a
concept of completely integrally closed modules in order to study Krull modules. It is shown …

Pure projective modules over chain domains with Krull dimension - ScienceDirect Skip to main
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Semi-Krull domains have been introduced by E. Matlis in [M]. An integral domain A is semi-
Krull if and only if A=(7 {A p}, where P ranges over the set of height one primes of A, this …

In this paper, the authors introduce the concept of integrally closed modules and
characterize Dedekind modules and Dedekind domains. They also show that a given …

Full article: Divisible Is Injective over Krull Domains Skip to Main Content Taylor and Francis
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Although Krull domains have been an interesting subject in commutative ring theory, not
many characterizations of Krull domains are known compared to those of Priifer domains …