1) triangle array
三角阵
1.
Finally,the target location is be calculated accurately with geometrography by triangle array composed of three subarrays.
对于由三个子阵组成的大三角阵,利用子阵对方向角估计的结果,通过几何计算的形式得出平面目标的精确位置。
2) under triangular matrix
下三角阵
3) triangle matrix
三角矩阵
1.
In light of the analysis of the algorithm of up-triangle matrix’s inverse,a two-dimension systolic array structure for ASIC implementation is introduced.
通过对上三角矩阵求逆算法的研究,提出了一种适合ASIC实现的基于二维心动阵列的矩阵求逆并行结构。
2.
This paper introduces an improved parallel structure for FPGA realization due to studying the algorithm of the up-triangle matrix s inverse.
通过对上三角矩阵求逆算法的研究,提出一种优化的适合FPGA实现的并行求逆的结构,并运用Verilog硬件描述语言对其建模,通过硬件仿真工具QuartusII对其进行编译仿真,仿真结果表明,改进的并行结构能够在n个时钟周期内完成n阶上三角矩阵的求逆。
4) Triangular matrix
三角矩阵
1.
This papar proposes mathematicalmodel of automatic parting text meaning paragraph with computer,calculates word frequency of the text with computer,builds triangular matrix ofreused word frequency,gives restricted condition of generated meaning paragraph.
通过计算文本中用词重复数,建立用词重复频率三角矩阵,给出了各个自然段归并成意义段的制约条件。
2.
In this paper, the storage mapping of triangular matrix is discussed.
对三角矩阵的存储映射问题进行了讨论。
3.
Let T n(F) be the n×n upper triangular matrix algebra over F.
假设k≥ 2是一个固定的正整数 ,F是一个域 ,其特征数大于 k或为 0 ,令 Tn( F)是 F上上三角矩阵代数 。
5) triangular arrays of row-wise
三角阵列
1.
Using reverse martingale approach,we extend the results of arrays of row-column exchangeable random variables to exchangeable random variables,and discuss the convergence on bivariate weighted sums of triangular arrays of row-wise exchangeable random variables,and obtain some conclusions of the convergence on bivariate weighted sum of triangular arrays of row-wise exchangeable random variables.
利用逆鞅的方法将行-列可交换随机变量的结果进行了推广,讨论了按行可交换随机变量三角阵列函数加权和的收敛性,得到了按行可交换随机变量三角阵列函数加权和的收敛性的一个结果。
6) triangular matrix
三角方阵
补充资料：三角阵列
三角阵列
triangular array
三角阵列仁杭娜州叮an习y;cep”盛cxeMal 同级数序列(s叫uence ofse由s).
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