In this article, we study finitely generated reflexive modules over coherent GCD-domains
and finitely generated projective modules over polynomial rings. In particular, we give a …

Let R be a commutative ring and let P be an NFG (non-finitely generated) projective R-
module. What conditions on R ensure that P is free or at least the direct sum of finitely …

When every projective module is a direct sum of finitely generated modules Page 1 Journal
of Algebra 315 (2007) 454–481 www.elsevier.com/locate/jalgebra When every projective …

In a recent paper of Holston, López-Permouth, Mastromatteo and Simental-Rodriguez, a ring
R is defined to have no subprojective middle class if the subprojectivity domain of any R …

Projective modules over the endomorphism ring of a biuniform module - ScienceDirect Skip
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Recently KR Goodearl and D. Handelman [6] have studied simple regular rings from the
point of view of dimension-like functions. They have shown that there exists a unique …

Globalization theorems for locally finitely generated modules Page 1 Pacific Journal of
Mathematics GLOBALIZATION THEOREMS FOR LOCALLY FINITELY GENERATED …

In recent work we called a ring R a GGCD ring if the semigroup of finitely generated faithful
multiplication ideals of R is closed under intersection. In this paper we introduce the concept …

We assume throughout that R is an associative ring with unity whose modules are left unital;
J (R) is the Jacobson radical of R;~ n is the ring of matrices of order n over the ideal~ of R; …

We study direct-sum decompositions of pure-projective modules over some classes of rings.
In particular, we determine several classes of rings over which every pure-projective left …