A Noetherian local ring $(R,\frak {m}) $ is called Buchsbaum if the difference $\ell
(R/\mathfrak {q})-e (\mathfrak {q}, R) $, where $\mathfrak {q} $ is an ideal generated by a …

We study two classes of Artinian modules called co-Buchsbaum modules and generalized
co-Cohen–Macaulay modules. Some basic properties and characterizations of these …

Let (A, m) be a commutative Noetherian local ring and M a finitely generated A-module. The
aim of this paper is to give a blow-up characterization of pseudo Buchsbaum modules …

PSEUDO BUCHSBAUMNESS FOR IDEALIZATIONS OF NOETHERIAN MODULES OVER
LOCAL RINGS Page 1 Journal of Algebra and Its Applications Vol. 13, No. 2 (2014) 1350084 (8 …

Let (A, m) be a Noetherian local ring and M a finitely generated A-module. The notion of
pseudo Buchsbaum module was introduced in [3] as an extension of that of Buchsbaum …

We study the pseudo generalized Cohen-Macaulayness for finitely generated modules by
using localization when the base ring is commutative Noetherian local. We extend this to the …