Let R be a commutative Noetherian Henselian local ring. Denote by modR the category of
finitely generated R-modules, and by G the full subcategory of modR consisting of all G …

We introduce and investigate the notion of $\gc $-projective modules over (possibly non-
noetherian) commutative rings, where $ C $ is a semidualizing module. This extends Holm …

Of the many interesting insights in the Auslander-Bridger Memoir of 1969, the theory of
Gorenstein dimension has most often been taken up by commutative algebraists. Over a …

Let R be a commutative noetherian local ring with completion bR. When R has the
approximation property, we prove an approximation result for complexes with finitely …

A GENERALIZATION OF n-TORSIONFREE MODULES 1. Introduction In the late 1960s,
Auslander and Bridger [2] constructed the notion of Page 1 A GENERALIZATION OF n-TORSIONFREE …