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1)  Monodromy matrix
单值矩阵
2)  monodrome dynamic matrix control
单值动态矩阵控制
1.
In order to enhance the capability of real time of dynamic matrix control algorithm,a new type of dynamic matrix control--monodrome dynamic matrix control is put forward.
简单地分析单值动态矩阵控制算法各参数的选择规则 ,并应用于纸浆洗涤的控制中 ,仿真实验表明 ,它较传统的动态矩阵控制算法计算速度快 ,实时性强 ;通过对参数简单合理的选择 ,就可得到较好的控制效
3)  single tangential matrix Nevanlinna-Pick interpolation
单切矩阵Nevanlinna-Pick插值
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。
4)  weight matrix
权值矩阵
1.
Algorithm weight matrixes accurately express the complex non-linear relationships of lattice parameters of the two phases with temperatures and phase compositions are obtained based on the back-propagation neural network modeling on the practical values of temperature, phase composition and lattice parameter in various superalloys.
基于对多种镍基高温合金在不同温度下两相成分及其点阵常数数据归一化处理的反向传播神经网络模拟,得到了可以比较准确表达两相点阵常数与相成分、温度间复杂非线性关系的权值矩阵,由此可对镍基合金在不同温度下γ’和γ相的点阵常数进行测算,并获得与X射线衍射法测定数据甚为接近的点阵常数数据,证实了该方法的可行性及准确性。
2.
The module has functions of creating weight matrix,global spatial autocorrelation analysis and local spatial autocorrelation analysis,and can be plugged into ArcGIS applications.
模块包括空间权值矩阵建立、全局空间自相关分析、局部空间自相关分析三方面的功能,并可以嵌入到A rcG IS系统中。
5)  matrix of initial value
初值矩阵
1.
Through calculating matrix of initial values, based on original values and state equations of the circuit, and solving the state equations, complete responses (analytic solutions) of the circuit are given.
提出了一种计算线性电路状态方程解析解的新方法 :以电路的原始值和状态方程为基础计算出电路的初值矩阵并求解电路的状态方程 ,从而获得该电路的完全响应 (解析解
6)  dual-value matrix
二值矩阵
1.
In the process of its realization, it is necessary to transform the colored graphics on CRT into dual-value matrix, and then to amplify it, furthermore, the amplified lattice of graphics can be shaped by using an appropriate shaping algorism, meanwhile, in order to shorten the matrix operation time and to reduce the internal memory, the shaped graphics should be cut apart.
实现过程中需要将屏幕彩色图形转换为二值矩阵,然后进行相应的放大处理,并可以使用适当的整形算法对放大后的图形点阵进行整形;同时,为了缩短矩阵运算时间,降低内存,要对整屏图形进行适当的分割分别处理。
补充资料:单值矩阵


单值矩阵
monodromy matrix

单值鹭t黑嘿暮黔黑瀑巍常薇分方程又”A(t)x,t6R,x‘R”在零点处正规化的基本矩阵(和」、da此幻ta]袱亩认)X(亡)当:二。时的值;其中A(0是。周期矩阵,它在R的每一个紧区间上是可和的.刃一B kn“””~柳
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