1) unconditional branch
无条件分支
2) unconditional basis
无条件基
1.
Utilizing the theories of BK spaces and multiplier spaces, this paper discuss the necessary and sufficient condition which fundamental and total biorthogonal system in Banach spaces which don t contain copy of is unconditional basis.
本文利用BK空间和乘子空间的性质 ,讨论了在不含C0 的C0py的Banach空间上基本完全的双正交系成为无条件基的充要条件。
2.
A Banach space X with a unconditional basis {xn} is said to have the property P if, every bounded block basis sequence of {xn} spans a complemented subspace of X.
称一个带无条件基{xn}的Banach空间有性质P,如果{xn}的每一有界块基序列都张成X的可补子空间。
3) stripeless silicon
无条纹硅
1.
This paper reviews a report about the first lot of rectifiers and thyristors, which were manufactured by NTD-Si (that is the stripeless silicon), with high voltage and high current 30-years ago.
评述了30年前第一批用中子嬗变掺杂硅单晶(即无条纹硅)制造高电压、大电流整流管和晶闸管的报道。
4) unconditional bases
无条件基
1.
Discusses the relations of absolute monotone bases,absolute bases and absolute rearrange bases,and discusses the relations of absolute bases and unconditional bases.
讨论绝对单调基、绝对基和绝对重排基之间的关系,以及绝对基与无条件基的关系,证明了在实空间中,绝对基与1-无条件基是等价的,在复空间中则不然。
2.
In addition, some properties of unconditional bases for Banach spaces is also given.
给出具有唯一无条件基的无穷维Banach空间,并给出其无条件基的若干性质。
3.
Using the properties of opcrator domination,a result on the unconditional basesperturbation of(D)dass of operatols is given.
该文利用算子控制的性质给出了(D)类算子无条件基扰动的一个结果。
5) unconditionality
无条件性
1.
Through expounding on Jaques Derrida s differentiation of the "sovereignty" and the "unconditionality," the thesis explores Derrida s concept of "wholly other" and emphasizes that the understanding of this essential concept is the foundation of endorsement with a Derridean profession of faith or a pledge of allegiance.
文章通过阐发德里达对所谓"主权"和"无条件性"所作的区分,探讨了德里达的"整体性他者"观念,指出理解这一观念是赞同德里达的信仰表白的基础。
6) unconditionally
“无条件”
1.
The first problem is about explaining "unconditionally" in Article I of GATT 1994.
通过对加拿大影响汽车产业措施案分析 ,最惠国待遇原则在具体适用中存在三个问题 :第一是关于GATT1994第 1条规定的“无条件”一词的解释 ;第二是关于GATT1994第 1条是否包括法律上与事实上的歧视 ;第三是关于加拿大影响汽车产业的措施能否为GATT1994第 2 4条所豁免。
参考词条
补充资料:单位元的连通分支
单位元的连通分支
connected component of the identity
连通分支,又例如伪止交么模群50印,q)能看作是连通复代数群Sq、(C)的实点构成之群,当p二0或q=0时,它是连通的,当p,q>0时,它分裂成两个连通的分支.然而,场Lie群G皿)是紧Lie群时,G。(R)是连通的单位元的连通分支t以..ed比d~侧瀚ept of theide时ty;eu”3皿.~喂“仆e汉职.叫目],单位元分支(identity。。rnponent),群G的 拓扑群(或代数群)G的包含此群的单位元的最大连通子集G“.分支G“是G的闭正规子群;G的关于G“的陪集就是G的连通分支,商群G/G”是完全不连通和Hausdorff的,且在G的所有使G/H完全不连通的正规子群H中,G“是最小的.如果G局部连通(例如,G为琉群),则G“在G中是开的,且G/G“是离散的. 对任意代数群G来说,单位分支也是开的,且它有有限指数;G”还是G中具有有限指数的极小闭子群.代数群的连通分支和不可约分支相同.对代数群G的任一多项式同态价,我们有中(Go)=仲(G))“.如果G是一域上代数群,则G“仍定义在此域上. 若G为复数域C上代数群,则它的单位分支G”和它作为复Lie群的单位分支相同.若G为实数域R上的群,则G“中实点构成之群G气R)按Lie群G(R)的拓扑它不一定连通,然而它的连通分支数有限.例如,虽然GL。们是连通的,可是GL。仅)分裂成两个
说明:补充资料仅用于学习参考,请勿用于其它任何用途。