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  stable group
     We give the structure of the stable group of the Jordan's normal form of 2-nilpotent matrices under the similarity transformation. One construction of Cartesian authentication codes from 2-nilpotent matrices over a finite fields is presented and its size parameters are computed.
     给出 2 -幂零矩阵的Jordan标准型在相似变换下的稳定群的结构 ,利用有限域上 2 -幂零矩阵构作了一个Cartesian认证码 ,计算出了该认证码的参数 .
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  “稳定群”译为未确定词的双语例句
     ON PROPERTIES OF THE MANIFOLD ON WHICH THE TRANSFORMATION GROUP HAS A STABILIZER WHICH IS AN INVARIANT SUBGROUP
     具有“稳定群为正规子群的变换群”的流形的性质
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     A series of new ideas, such as steady clusters,levels of steady clusters,absolutely closed steady clusters are introduced.
     引入了一系列新的概念:如稳定群稳定群的级、绝对封闭群等.
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     The cluster intensity applied in the typical cluster me-thod is unreliable and is replaced by steady clusters.
     本文认为,历史上群法中一种非常重要的评价参量,群强度,是不可靠的,并成功地用稳定群代替.
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  相似匹配句对
     Stablizers of l—group
     1—稳定
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     O, C and N at the interface do not chahge;
     O,C,N稳定;
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     SYMPLECTIC GROUPS OVER A STABLE RING
     稳定环上的辛
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     steady mood;
     情绪稳定;
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     HOMOMORPH-GROUP
     态
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  stable group
In 61 patients (stable group), there was no significant decrease ( >amp;gt; 20 % reduction in IoCl over 2 consecutive years) in IoCl.
      
A trend toward a lower mean number of AR episodes per patient was noted in the stable group (0.69 vs 1.04, P = 0.096), but the timing of AR was not different.
      
Furthermore, a soluble stable group with generically splitting automorphism of prime order is nilpotent-by-finite.
      
In particular, a soluble stable group with a generic element of prime order is nilpotent-by-finite.
      
Patients with redislocations were more often dissatisfied with their outcome than the stable group, mainly because of annoying anterior knee pain (P>amp;lt;0.05).
      
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  stability group
Example of a real-analytic hypersurface with nonlinearizable stability group
      
The classical and quantum analysis of the stability group of the plane wave exhibits the origin of the mass shift of the particle.
      
We study the dimensionality and transformation properties of theTu sub-algebra under the homogeneous part, such that they make its maximal compact subgroup into the stability group ("little group") for the above representations.
      
If the automorphism group properly containsPSL2 (l), then for all primes of the above form the stability group of a point is simple.
      
We investigate inequivalent Hilbert-space representations of the light-front field algebra in which the stability group of the light front is implemented by unitary transformations.
      
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The cluster method is systematically studied. A series of new ideas, such as steady clusters,levels of steady clusters,absolutely closed steady clusters are introduced. Some important pro-perties of steady clusters are proven.The cluster intensity applied in the typical cluster me-thod is unreliable and is replaced by steady clusters.The comparison of the results obtainedby typical cluster method with the results obtained by our cluster method is very satisfactory.

本文系统、深入地研究了LSI/VLSI自动布图设计中的群法问题.引入了一系列新的概念:如稳定群稳定群的级、绝对封闭群等.得出并证明了稳定群的一些重要性质.本文认为,历史上群法中一种非常重要的评价参量,群强度,是不可靠的,并成功地用稳定群代替.用本群法得到的结果与历史上典型群法得到的结果进行比较,结论是非常令人满意的.

This paper deals with the analysis of 3 progeny tests of nested polycross designs of Chinese fir. The results indicated that the site effect attain significance at 0.01 level, the genotype x environment interaction is found and there exits aboundant genetic variation among groups and families for DBH, height and stem volume. The family heritability and individual heritability in DBH, height and stem volume are between 0.36 and 0.40 and between 0.07 and 0.11. If 5%~15% of parents are selected, the expected genetic...

This paper deals with the analysis of 3 progeny tests of nested polycross designs of Chinese fir. The results indicated that the site effect attain significance at 0.01 level, the genotype x environment interaction is found and there exits aboundant genetic variation among groups and families for DBH, height and stem volume. The family heritability and individual heritability in DBH, height and stem volume are between 0.36 and 0.40 and between 0.07 and 0.11. If 5%~15% of parents are selected, the expected genetic gains will be 2.45%~4.36%,2.24%~3.96% and 6.63%~11.77% respectively. According to the comprehensive evaluation of groups and parents, 2 groups and 23 parents which have high and stable growth are selected. Finally, the method and effect of nested polycross designs are discussed.

对 3片杉木分组群状多系杂交子代测定林的研究表明 ,树高、胸径和材积在不同地点间存在着极显著的差异 ,群组和亲本与地点的交互作用达显著水平 ,在各地点参试的群组及亲本具有丰富的遗传变异 ;胸径、树高和材积的家系遗传力变动在 0 .36和 0 .40之间 ,单株遗传力在 0 .0 7和 0 .1 1之间 ,当亲本入选率为 0 .0 5~0 .1 5时 ,胸径、树高和材积的遗传增益分别为 2 .45 %~ 4.36 %、2 .2 4%~ 3.96 %和 6 .6 3%~ 1 1 .77% ;根据对群组和亲本的综合评价 ,选出即高产又稳定的群组 2个和亲本 2 3个 ;并对分组群状多系杂交设计的方法和效果进行了讨论

We give the structure of the stable group of the Jordan's normal form of 2-nilpotent matrices under the similarity transformation.One construction of Cartesian authentication codes from 2-nilpotent matrices over a finite fields is presented and its size parameters are computed.Moreover,assume that the encoding rules are chosen according to a uniform probability distribution,the P I and P S, which denote the largest probabilities of a successful impersonation attack and of a successful substitution attack respectively,of...

We give the structure of the stable group of the Jordan's normal form of 2-nilpotent matrices under the similarity transformation.One construction of Cartesian authentication codes from 2-nilpotent matrices over a finite fields is presented and its size parameters are computed.Moreover,assume that the encoding rules are chosen according to a uniform probability distribution,the P I and P S, which denote the largest probabilities of a successful impersonation attack and of a successful substitution attack respectively,of these codes are also computed.

给出 2 -幂零矩阵的Jordan标准型在相似变换下的稳定群的结构 ,利用有限域上 2 -幂零矩阵构作了一个Cartesian认证码 ,计算出了该认证码的参数 .在假定编码规则按等概率分布选取的条件下 ,计算出了该认证码被成功的模仿攻击的最大概率PI 及被成功的替换攻击的最大概率PS.

 
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