1) Rectangular Toeplitz-block matrix
长方形Toeplitz-块矩阵
2) block Toeplitz matrix
块Toeplitz矩阵
1.
This paper proves that the Pick matrix determined by the interpolation data of a single tangential matrix Nevanlinna-Pick interpolation problem is congruent and equivalent to a block Toeplitz matrix.
证明了单切矩阵Nevanlinna-Pick插值问题的Pick矩阵合同等价于一个块Toeplitz矩阵。
2.
An equivalent and congruent relation is established between the information matrix of the Nevanlinna Pick problem in the C p×p valued Caratheodory function class including zero interpolation node and the block Toeplitz matrix generated by its block Toeplitz vector.
通过建立 Cp×p 值Caratheodory函数类中含有零插值点的Nevanlinna Pick问题的信息矩阵与其块Toeplitz向量生成的块Toeplitz矩阵之间合同等价关系 ,给出这类Nevanlinna Pick问题2个新的可解性准
3) Toeplitz-block matrix
Toeplitz-块矩阵
4) cycle Toeplitz block matrix
循环Toeplitz块矩阵
1.
The conjugate gradient method is used to find the least squares solution to the matrix equations, and many multiplications of matrices by vectors are done by using the two dimension FFT in accordance with properties of the cycle Toeplitz block matrix.
改进了基于等效磁流的近场—口径场变换方法 ,采用共轭梯度法迭代求解矩阵方程的最小二乘意义解 ,把系数矩阵构造成循环Toeplitz块矩阵 ,用二维快速傅里叶变换计算迭代过程中大量的矩阵与矢量乘积 ,从而形成近场—口径场变换的共轭梯度快速傅里叶变换算法 。
5) the clumpy-Hermitian-Toeplitz matrix
分块Hermitian-Toeplitz矩阵
6) Toeplitz matrices
Toeplitz矩阵
1.
Distribution of discrete random variable and several types of Toeplitz matrices;
离散型随机分布和几类Toeplitz矩阵
2.
The classification of normal Toeplitz matrices;
正规Toeplitz矩阵的分类
3.
In this Paper,three types of Toeplitz matrices can be constricted by using geometric distribution,Logarithmic distribution and negative binomial distribution respectively.
分别利用几何分布的随机变量分布律、对数分布随机变量分布律和负二项分布的随机变量的分布律构造出三类Toeplitz矩阵。
补充资料：长方形
1.平面上每个内角都是直角而长宽不相等的四边形。它的面积是相邻两边长的乘积。又称矩形。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条