arXiv:1307.3657v2 [math.AC] 14 Nov 2013 Page 1 arXiv:1307.3657v2 [math.AC] 14 Nov 2013
RELATIVE HOMOLOGY AND GORENSTEIN FLAT DIMENSION SEAN SATHER-WAGSTAFF …

In this paper, we extend the well-known Hilbert's syzygy theorem to the Gorenstein
homological dimensions of rings. Also, we study the Gorenstein homological dimensions of …

Given a non-negative integer n and a ring R with identity, we construct a hereditary abelian
model structure on the category of left R-modules where the class of cofibrant objects …

Assume that the class of all Gorenstein (ℒ, 𝒜)-flat modules is closed under extensions. We
define a notion of Gorenstein (ℒ, 𝒜)-flat dimension for complexes and consider equivalent …

This article is a continuous work of, where the coauthors introduced the notion of 𝒢-FP-
injective R-modules. In this article, we define a notion of 𝒢-FP-injective dimension for …

GORENSTEIN SEMIHEREDITARY RINGS AND GORENSTEIN PRÜFER DOMAINS Tao Xiong
1. Introduction Throughout this paper, R is an associat Page 1 International Electronic Journal of …

A ring R is called left “GF-closed”, if the class of all Gorenstein flat left R-modules is closed
under extensions. The class of left GF-closed rings includes strictly the one of right coherent …

Full article: Gorenstein Injective and Gorenstein Flat Dimensions Under Base Change Skip to
Main Content Taylor and Francis Online homepage Taylor and Francis Online homepage Log …

COHERENT POWER SERIES RING AND WEAK GORENSTEIN GLOBAL DIMENSION Page 1
Glasgow Math. J. 55 (2013) 533–536. C Glasgow Mathematical Journal Trust 2013 …

If M is a nonzero finitely generated module over a commutative Noetherian local ring R such
that M has finite injective dimension and finite Gorenstein dimension, then it follows from a …