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AUT相关的网络例句
与 AUT 相关的网络例句 [注:此内容来源于网络,仅供参考]

I heard the food is really aut..

我听说这里的食物非常道地。

All the teachers from AUT have tried their best to help me.

所有来自AUT的老师都竭尽所能的帮助我们。

Aut This is a guide to the ejb ejb discussed is how to achieve.

这是一个aut 的ejb教程讨论了ejb是如何实现的。

AUT University traces its roots back to 1895 as the country's leading Institute of Technology.

奥克兰理工大学AUT是新西兰最现代的大学,它拥有专为各类现代专业人士所设计的课程。

On the basis of that, a finite group G satisfying |Aut: Paut|=1, p or pq is successfully classified, where p, q are distinct primes, Aut is the automorphism group of G and Paut is the power automorphism group of G.

然后在此基础上综合运用多方面的知识,进一步给出了满足条件|Aut∶Paut|=1,p或pq的有限群的完全分类,其中Aut是群G的自同构群,Paut是G的幂自同构群,p,q仍是不同的素数。

Li and one of his lemmas toabbreviate the nonnormal Cayley digraph 〓 into the case when 〓 is a dicycle.When 〓 is a dicycle,we give the sufficient and necessary conditions for 〓 to benonnormal and the structure of the corresponding automorphism group Aut.

Li定义的一个图〓,其中N是Aut的一个非平凡极小正规子群,和他的一个引理,把对非正规Cayley有向图Γ的讨论简化到〓是一个有向圈的情况,进而决定了当〓为有向圈时,Γ非正规的充要条件和Aut的结构。

Moreover, some subgroups of Aut are obtained, such asthe inner automorphism group, the central automorphism group, the involutional automorphism group, the first and the second extremal automorphism group.

证明了:当n=0时,Aut中每个元素都是内自同构,且Aut≌C(定理1.12)。n=1时,Aut中每个元素都是有限个内自同构,中心自同构,对合自同构和第一类外自同构的乘积(定理1.13)。

This article from the international criminal law of view, discussed several problems of specific application about theory of Substantially similar principle double Criminality in the process of extraditing international criminal offenders, considered that the theory didn't violate nullum crimen nulla poena sine lege or principle of the political offense exception to extradition and believed that this theory can conhere with the principle of aut dedere aut judicare, which is extended from the principle of universal jurisdiction.

本文从国际刑法学的角度,论述了在对国际犯罪进行引渡的过程中,双重犯罪原则之实质类似说的具体适用需要把握的若干问题,认为实质类似说与罪刑法定主义并无冲突,也不会造成对政治犯不引渡原则的背反,它与普遍管理原则所引申出的或引渡或起诉原则能够达成协调。

In this dissertation, a theorem to describe the relationship between the quotient group Aut/H and the set F_f is presented. And a way to find the elements of F_f that are conjugate to f is proposed. Then we prove that the quotient group Aut/H is isomorphic to S_3, the symmetric group of order 3, and H is a semidirect product group of GL_(m/2)(4) with the classical binary simplex code S_m in the linear case.

本文刻画了商群Aut/H与集合F_f的关系,给出了一个确定集合F_f中那些与f共轭的元素的方法,还证明了在线性情形下,商群Aut/H与3阶对称群S_3是同构的,而且H是GL_(m/2)(4)与经典单形码S_m的一个半直积,并且推关广了Calderbank等人的一个结果。

In the subcase that K is doubly transitive on every block B〓, there is exactly one non-primitive connected arc-transitive graph on Z〓×Z〓p.

设Γ=Cay是G=Z〓×Z〓上的非本原连通弧传递图,B={B〓,B〓,…,B〓}是A=Aut在V=G上的非平凡完全块系,而K是A=Aut在B上作用的核。

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