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Some applications to special cases,which include the Kantorovich\'s condition and theγ-condition as well as the Smale\'sα-theoryfor maps from a Lie group to its corresponding Lie algebra, are provided.

同时把所得的结果应用于:Kantorovich情形,γ-条件及关于映射f的广义Smaleα理论。

Let G be semisimple matrix group with Lie algebra g, T a fixed maximal abelian subalgebra of g, T the orthogonal complement of T with respect to the Killing form of g, and a, b 6 T a fixed regular elements.

设G为半单矩阵群,g为其Lie代数,T(来源:ABC论文91网www.abclunwen.com)为g的极大交换子代数,T~⊥为T关于g的Killing型的正交补,a,b∈T为固定正则元。

Rushanan(1991) generalized them to duadic abelian codes and Zhu(1996) further generalized them to duadic group algebra codes.

它是由Leon等人(1984)作为二元域上二次剩余码的推广而提出的;Rushanan(1991)把它推广到duadic阿贝尔码;朱烈(1996)进一步推广到duadic群代数码。

But so far, there is no characterization of the closed Lie ideals in AF vN algebras and Groupoid C~*-algebra.

但对一般的AF vN代数中的三角子代数及Groupoid C~*-代数的Lie理想的研究到目前为止还没有任何结果。

With the operator language introduced by Baaj and Skandalis, we shall discuss the existence of Haar measure. on a C*-algebra in this paper.

采用法国数学家 Baaj 和 Skandalis 引进的算子语言讨论了C*-双代数中的 Haar 测度的存在性。

In this paper the quantum mechanical algebra, the Moyal-Weyl multiplication and the Bopp transition are introduced, and the Hamiltonian operator of the charged particle in electromagnetic field is also discussed.

首先扼要介绍了非对易相空间中的量子力学代数、Moyal-Weyl乘法和广义Bopp变换,然后讨论了电磁场中带电粒子的Hamiltonian算符,最后给出了其在非对易相空间中的能级情况。

Furthermore, learning and using this methods can also help to learn better higher algebra and other related subjects.

为更好的掌握高等代数以及其他各学科相关问题奠定了基础。

Content: Higher algebra is an important basic course of applied mathematics.

主要内容:高等代数是应用数学专业的一门重要基础课。

Six months before I took the examinations, I started to study higher algebra and analysis by myself in my leisure time.

6个月前,我参加考试,我开始学习高等代数和分析自己在我的闲暇时间。

Matrix serves as a key tool in the study of higher algebra.

在高等代数中矩阵是研究问题很重要的工具,在讨论矩阵的乘法运算时给出了幂零矩阵的定义,但对其性质研究很少。

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他将怎样告诉朱迪丝和孩子们呢?

I this is at that time, the opinion with peacockish true girl is full of in a heart.

这就是当时的我,一个心中布满虚荣的女孩子真实的想法。

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