| 1. | Kronecker too wished to arithmetize analysis .
Kronecker也愿意地把分析算术化。 |
| 2. | Kronecker warned the editor that this immature and obscure article would kill the journal .
科罗耐克警告编辑说，这篇不成熟和隐晦的论文会把这期刊扼杀掉的。 |
| 3. | It is possible to use kronecker products to overcome some of the snags arising from non-commutativity .
利用克罗内克乘积有可能克服由于不可交换性所产生的某些困难。 |
| 4. | When the factor to be cancelled is a base vector, we dot-multiply by another base vector to produce a kronecker delta .
当要消去的因子是一个基矢量时，用另一个基矢量来点乘，以得到克罗内克尔记号。 |
| 5. | Kronecker too wished to arithmetize analysis
Kronecker也愿意地把分析算术化。 |
| 6. | Some matrixes inequalities on kronecker product and hadamard product
积的一些矩阵不等式 |
| 7. | The kronecker product of projection matrices and related orthogonal array
积及其相关的正交表 |
| 8. | 4 almaini a e a , mckenzie l . tabular techniques for generating kronecker expansions
因此，通过极性收缩对mprm函数进行优化显得不实际。 |
| 9. | The second part of this paper is mainly concerned about an interesting matrix inequality presented in [ 5 ] , which is then generalized in m ~ " under the entry - wise nonnegative ordering . we introduced the concept of sub - kronecker product , and establish an inequality which relates the schur complement of a and b for positive semidefinite matrices a and b . our results improve the related known results obtained by t . l . markham and r . l . smith in 1998 ( see [ 5 ] )
第二部分研究了文献[ 5 ]中提出的一个有趣的矩阵不等式，并将此不等式在逆m -矩阵中推广，然后引入次kronecker乘法的概念，提出并证明了一个更广泛的不等式，改进了t . l . markham和r . l . smith在[ 5 ]中的有关结果。 |
| 10. | By using matrix theory and the theory of finite fields , we study the applications of projection matrix , permutation matrix , difference matrix , hadamard product , the generalized hadarnard product , kronecker product , kronecker sum and the generalized kronecker sum to construction of orthogonal arrays
本文利用矩阵理论和有限域理论，研究了投影矩阵、置换矩阵、差集矩阵、 hadamard积、广义的hadamard积、 kronecker积， kronecker和、广义的kronecker和在构造正交表方面的应用。 |
