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1)  Characteristic matrix of image set
图象集特征矩阵
2)  spectrogram feature matrix
声谱图特征矩阵
3)  reconstruction matrix
图象矩阵
4)  characteristic matrix
特征矩阵
1.
Quality about rank of characteristic matrix s power;
特征矩阵方幂的秩的一个性质
2.
Leading into the complex refractive index and making use of the characteristic matrix method,the photonic bandgap of photonic crystal with the variety of the absorb is studied.
引入复折射率并利用特征矩阵法,研究了光子晶体的吸收对光子晶体能带的影响。
3.
Lead into the complex refractive index and make use of the characteristic matrix method,the photonic bandgap of TE wave and TM wave with the variety of the absorption were studied.
引入复折射率并利用特征矩阵法,研究了光子晶体的吸收对TE波和TM波的禁带的影响。
5)  feature matrix
特征矩阵
1.
The Research and Application of Data Maining Methord Based on Feature Matrix;
基于特征矩阵的数据挖掘方法的研究与应用
2.
Quadric error metrics for mesh simplification based on feature matrix
网格简化中基于特征矩阵的二次误差测度算法
3.
An assembly feature matrix was established,the elements of which denote the degree of freedom(DOF) of assembly features of a part in its reference frame.
通过建立产品的装配特征矩阵,确定了装配零、部件在各个方向的自由度。
6)  character matrix
特征矩阵
1.
In this paper, the reflexed coefficient of potential barrier of period is calculated by the method of character matrix.
应用特征矩阵方法计算周期势垒的反射系数,所得结论与文献结果一致,但计算方法较为简单,并且便于计算机处
2.
It describes original functions by character matrix and state vector,forms control matrix of multi-output functions according by choice least row-cover,and creates single-output unite logic complement sets by control matrix and state vector of complement sets.
根据单边逻辑函数的特性,介绍了一种多输入多输出单边逻辑函数补集方法,该方法采用二进制特征矩阵和状态矢量来描述原函数,进行最小列覆盖的选择形成多输出补集函数的控制矩阵,由控制矩阵与补集函数的状态矢量形成单边单输出补集合逻辑函数,通过多输出逻辑函数分解与合并最终产生多输出单边逻辑函数的补集。
3.
In this dissertation, we mainly use character matrix to research cryptology characteristic of Boolean function and m-ary logic function.
本文利用特征矩阵研究了密码学中逻辑函数的相关问题,主要做的工作有: 首先,根据Bent函数的自相关特征,利用特征矩阵给出了Bent函数的一个新的等价判别条件,并由此得到了4元Bent函数的一个完全构造方法。
补充资料:基本割集矩阵(见网络图论)


基本割集矩阵(见网络图论)
fundamental cut-set matrix

  Jl匕en ge〕1〕日zhen基本割集矩阵(fundamental eut一setnla一trix)见网络图论。
  
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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