1) division gamma ring
除Γ-环
2) Γ division ring
Γ-除环
1.
Finally,we give several conditions for a gamma ring to be a Γ division ring.
其次 ,我们还指出了一个 Γ-环是 Γ-除环的几个条件 。
3) γ-cyclic
γ环
1.
Several Judement Theorems about γ-cyclic in Hypergraph;
超图有γ环的几个判定定理
4) Γ ring
Γ-环
1.
In this paper we consider certain conditions on properties that elements of a Γ ring may have which determine radical classes.
本文列出六个条件，研究出当Γ－环元素具有的性质适合哪些条件就能确定根类，从而使判断元素的某个性质是否可确定根类相当简化。
2.
In this paper, we study the relation of the radicals between Γ ring M and its matrix ring Γ n,m ring M m,n .
文中研究了Γ－环Ｍ与其矩阵环Γｎ，ｍ－环Ｍｍ，ｎ根的关系，得到了：ＱＮ（Ｍｍ，ｎ）（ＱＮ（Ｍ））ｍ，ｎ；Ｋ（Ｍｍ，ｎ）（Ｋ（Ｍ））ｍ，ｎ。
5) gamma ring
Γ-环
1.
On Jacobson radicals and idempotent heart radicals for gamma rings;
Γ-环的Jacobson根和幂等心根
2.
In this note,some of Kyunos results concerning gamma field and division gamma ring are deduced from ours.
2 ,由它可以得到文献 [4 ]和 [5]中关于 Γ-域和除 Γ-环的一些结果 。
3.
The quasi-nilpotent radical of gamma rings;
本文在Γ－环中导入一个介于强幂零和诣零之间的概念：幂零，然后研讨由幂零确定的根。
6) Γ-ring
Γ-环
1.
In this paper,the notions of P-Radicals,Weakly P-Radicals and Quasi-P-Radicals of Γ-rings are introducted and the relations among these redicals are discussed.
在Γ-环中定义P-根，次P-根与拟P-根的概念，讨论它们的性质及相互间的关系。
补充资料：内吸除(见单晶片的吸除技术)
内吸除(见单晶片的吸除技术)
internal gettering
内吸除internal gettering见单晶片的吸除技术。
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