On Strong n-Perfect Rings
A Jhilal, N Mahdou - Communications in Algebra®, 2010 - Taylor & Francis
In this article we introduce and investigate a particular class of n-perfect rings that we call
“strong n-perfect rings.” We are mainly concerned with this class of rings in the context of …
“strong n-perfect rings.” We are mainly concerned with this class of rings in the context of …
nX-Coherent Rings
D Bennis - International Electronic Journal of Algebra, 2010 - dergipark.org.tr
This paper unifies several generalizations of coherent rings in one notion. Namely, we
introduce nX-coherent rings, where X is a class of modules and n is a positive integer, as …
introduce nX-coherent rings, where X is a class of modules and n is a positive integer, as …
New characterizations of pseudo-coherent rings
L Mao, N Ding - 2010 - degruyter.com
Let R be a ring. A left R-module M (resp. right R-module N) is called singly injective (resp.
singly flat) if Ext1 (F/C, M)= 0 (resp. Tor1 (N, F/C)= 0) for any cyclic submodule C of any …
singly flat) if Ext1 (F/C, M)= 0 (resp. Tor1 (N, F/C)= 0) for any cyclic submodule C of any …
The P-cotorsion dimensions of modules and rings
G Yuxian - Acta Mathematica Scientia, 2010 - Elsevier
Let R be a ring. We define a dimension, called P-cotorsion dimension, for modules and
rings. The aim of this article is to investigate P-cotorsion dimensions of modules and rings …
rings. The aim of this article is to investigate P-cotorsion dimensions of modules and rings …
(弱)(n, d)-环以及n-凝聚环的有限直和
李伟庆, 欧阳柏玉 - 吉首大学学报: 自然科学版, 2010 - cqvip.com
(弱)(n,d)-环以及n-凝聚环的有限直和-[维普官方网站]-www.cqvip.com-维普网 我的维普 购物车
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Finite Direct Sums of (Weak)(n, d)-Rings and n-Coherent Rings
WQ LI - Journal of Jishou University (Natural Sciences Edition), 2010 - zkxb.jsu.edu.cn
Let R1, R2,…, Rm be rings. It is proved that (1) mi= 1Ri is a right (n, d)-ring (resp. weak (n,
d)-ring, n-coherent ring) if and only if each Ri is a right (n, d)-ring (resp. weak (n, d)-ring, n …
d)-ring, n-coherent ring) if and only if each Ri is a right (n, d)-ring (resp. weak (n, d)-ring, n …