1) G-graded Γ-ring
G分次Γ环
2) G-graded ring
G-分次环
1.
For any transitive G-set A,this paper discusses the Smash Product of a G-graded ring and A,defines and studies the Smash Products of G-graded rings and G-sets,then generalize the results of graded-traces and graded-rejects of Smash Products.
对任意可迁 G-集 A,讨论了 G-分次环与 A的 Smash Products,定义并研究了 G-分次环与 G-集的Smash Products,推广了关于分次迹 ,余迹的 Smash Products的结
2.
Based on the theory of G-graded rings discussed in the Papers[1-3],suppose R be a strong G-graded ring,for arbitrary group,provided the property of strong G-graded ring,we discuss the equivalence between G/H, R-graded module category and R~((H)) module category.
在文献[1-3]的基础上,利用强G-分次环的性质,讨论了G/H-分次模范畴(G/H,R)-gr与模范畴R~((H))-Mod之间的等价问题。
3) graded Γ-ring
分次Γ-环
1.
This paper introduce the Concept of graded Γ-rings and graded F-modules over gaded Γ-rings, set up the basic theory of graded Γ-rings.
本文引进分次Γ-环及其分次Γ-环上的分次Γ-模的概念,建立了分次Γ-环的基础理论,刻划了Γ-环与其左、右算子环之间的联系,探讨了几个范畴之间的关系,从而证明了分次Γ-模范畴是Grothendieck范畴。
4) strongly G-graded ring
强G-分次环
5) G graded Γ ring
(强)分次Γ-环
6) augmented(G,H)-graded ring
扩大(G,H)-分次环
补充资料：(γ-γ′)反应
分子式：
CAS号：
性质：指γ光子与靶核作用，使其激发，然后以发射光子形式退激发的过程。出射光子的能量与受激靶核性质有关，为靶核激发态与基态这两个能级之差值。该反应截面很小，只有毫靶恩量级。
CAS号：
性质：指γ光子与靶核作用，使其激发，然后以发射光子形式退激发的过程。出射光子的能量与受激靶核性质有关，为靶核激发态与基态这两个能级之差值。该反应截面很小，只有毫靶恩量级。
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