| 1. | The sequential continuity of multiplication on a class of infinite matrix algebras
一类无穷矩阵代数的乘法序列连续性 |
| 2. | Complete matrix algebra
全矩阵代数 |
| 3. | Matrix algebra tableau
矩阵代数描像 |
| 4. | Chapter 6 contains the matrix algebra used in this class ( and more ! )
课堂中所将提到的矩阵代数及相关理论皆可参考这本书的第6章。 |
| 5. | A rectangular array of elements , arranged in rows and columns , that may be manipulated according to the rules of matrix algebra
由横排成行、纵排成列的元素组成的一种矩形阵列,可按矩阵代数规则对其进行运算。 |
| 6. | The aim of this paper is to given an explicit description of the derivations and automor phisms of a matrix algebra over a commutative ring with identity
摘要决定了含幺可换环上一类矩阵代数的所有导子和所有自同构。 |
| 7. | Calculus , differential equations , linear algebra , statistics , computer science and at least one in numerical analysis , matrix algebra or computer systems
微积分,微分方程,线性代数,统计,计算机科学和至少一数值分析,矩阵代数或计算机系统 |
| 8. | Modern control theory has arisen with the advent of high - speed digital computers and characterized by the state variable concept with emphasis on matrix algebra and with analysis and design principally in the time domain
现代控制理论是随着高速数字计算机的出现而产生的，主要特点是使用状态变量的概念并强调矩阵代数和主要在时间域进行分析和设计。 |
| 9. | In this paper we first give the definition of a type of block upper triangular matrix algebras and then characterize linear surjective maps that preserve rank one from one block upper triangular matrix algebra of this type to another
本文的主要结果是确定了一类分块上三角矩阵代数的保持秩一的线性满射。本文首先定义了一类分块上三角矩阵代数( c ) ，然后确定了保持秩一的线性满射。 |
| 10. | The c * - algebras considered are those that can be expressed as inductive limits of matrix algebras , matrix algebras over cuntz algebras , matrix algebras over extensions of cuntz algebras , and their hereditary c * - subalgebras . c * - algebras in the class are not necessary simple
我们要分类的c ~ * -代数可表示为矩阵代数， cuntz代数上的矩阵代数， cuntz代数的扩张上的矩阵代数及其可遗传的c ~ * -子代数的归纳极限。 |
