1) Graded Armendariz ring
分次Armendariz环
2) (weakly) graded Armendariz ring
(弱)分次Armendariz环
3) Armendariz ring
Armendariz环
1.
In this paper we claim that some special 4-by-4 upper triangular matrix ring over reduced ring R is an Armendariz ring.
证明了约化环R上的两类特殊上三角形矩阵环是Armendariz环和斜Armendariz环。
2.
The present paper deals with whether quotient rings of Armendariz rings are also Armendariz rings.
讨论Armendariz环的商环是否仍为Armendariz环。
3.
Let Un(R) denote the ring of all n×n upper triangular matrixs with ertries in R,then the subring Wn of Un(R) is Armendariz ring.
设R是reduced环,记Un(R)为R上的n×n上三角矩阵环,则Un(R)的子环Wn是Armendariz环。
4) Armendariz rings
Armendariz环
1.
Based on the studying of α-skew Armendariz rings,it got a bijective and generalized the partial conclusion of Armendariz ring
通过对α-斜Armendariz环的讨论,得到一个双射,并推广了关于Armendariz环的部分结论。
2.
We mainly discuss the extensions of Armendariz rings and there are two parts in this paper.
本文主要讨论Armendariz环的推广,全文共分两个部分。
5) G-Armendariz ring
G-Armendariz环
1.
-ring,and(2) when G was an aperiodic monoid and R a G-Armendariz ring,the R[G] would be a weakly p.
-环;(2)如果G是非周期的幺半群,R是G-Armendariz环,则幺半群环R[G]是弱p。
补充资料：分次
1.分定等次或位次。 2.指分为几次。 3.星辰运行的度次。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条