1) Weakly closed algebra
弱闭代数
2) weakly closed modules of nest algebras
套代数弱闭模
1.
Geometric rank in weakly closed modules of nest algebras;
套代数弱闭模中的几何秩
3) weakly closed nest algebra module
弱闭套代数模
1.
This thesis is devoted to the investigation of some linear maps on weakly closed nest algebra modules.
本文主要研究弱闭套代数模上的若干映射。
4) σ weakly closed triangular subalgebra
σ-弱闭三角子代数
1.
We give a detailed description of the structure of a σ weakly closed Lie ideal in a σ weakly closed triangular subalgebra A of an AF von Neumann algebra B with Cartan subalgebra D.
描述了AF von Neumann代数B中对角为Cartan子代数D的σ-弱闭三角子代数A的σ-弱闭Lie理想。
5) weakly normal closed cone
弱范数闭锥
6) weak Hopf algebra
弱Hopf代数
1.
The crossproduct over weak Hopf algebras ;
弱Hopf代数上的双重交叉积
2.
Two-parameter weak Hopf algebraω_(r,s)~d(sl_n)is obtained by weakening the set of group-like elements of two-parameter quan- tum group U_(r.
利用弱化双参数量子群U_(r,s)~d(sl_n)的类群元集的方法,给出双参数弱Hopf代数ω_(r,s)~d(sl_n)的构造,它是单参数弱Hopf代数ω_q~d(sl_n)的推广。
3.
Let H be a weak Hopf algebra and A be an H-module algebra with its invariant subalgebra AH.
设H是弱Hopf代数,A是H-模代数,AH是其不变子代数。
补充资料：代数闭域
代数闭域
algebraically closed field
代数闭域【aigeb面回lyd姗d云eld“别.‘钾坪长。.3洲-幻乃7T此助月e] 域k.其l二的任何非零次多项式在丸中至少有个根.事实上，由此可推出一个代数闭域k上的任何。次多项式在k中恰有n个根，也即多项式环k【习中任不可约多项式都是一次的.域人是代数闭的，当且仅当它没有真的代数扩张(见域的扩张(extens，on of a field))·任何域k都有唯一的(仅差一同构)代数闭的代数.扩张;称之为k的华攀甲粤(al罗bra，e dosure)，通常用k表示.包含人的任何代数闭域都包含一个与万同构的子域. 复数域是实数域的代数闭包.这就是代数学基本定理(algebra，fundamental重heorem of).
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