1) mix discernibility matrix
混合辨别矩阵
1.
A novel rough set-based method followed by establishing a mix discernibility matrix is introduced for intrusion detection,and choose C4.
针对入侵检测问题,提出了构造混合辨别矩阵的方法,并用C4。
2) Discernibility matrix
可辨别矩阵
3) mixing matrix
混合矩阵
1.
Based on the independency of source signals,an algorithm to estimate the mixing matrix with the mixed signals and the separated signals is proposed,in which one operation of inverse matrix is omitted.
利用源信号的统计独立性提出了一种由混合信号和分离信号估计混合矩阵的算法,避免了一次矩阵求逆运算。
2.
With the basic theory of Neutrino Oscillation in adiabatic approximation, we deduced the eigenvalue of mass squire matrix M 2, the mixing matrix of Neutrino, the probability of Neutrino Oscillation in matter.
应用微子振荡的基本理论，推导出绝热近似下在物质中三代中微子的质量平方矩阵Ｍ２ 的本征值，物质中的中微子混合矩阵，物质中的中微子振荡几率。
4) matrix mixed method
矩阵混合法
1.
In this paper, based on analyzing the matrix displacement method and the transfer matrix method, the author combined them to form a new method, which called matrix mixed method, and then used this method to calculate the internal force and displacement of skew bridges.
在分析了矩阵位移法和传递矩阵法的理论基础上,将二者组合而成矩阵混合法。
2.
The matrix mixed method is a kind of calculation method which combines the carry over matrix method and matrix displacement method .
将由传递矩阵法和矩阵位移法组合而成的矩阵混合法运用于连续格栅结构内力计算 ,并将其计算结果与有限元计算方法计算结果进行了比较 ,从而验证了该方法的正确性和实用
5) inverse hybrid matrix
逆混合矩阵
6) discernibility matrix
分辨矩阵
1.
Algorithm for rule extraction based on discernibility matrix and attribute significance;
基于分辨矩阵和属性重要度的规则提取算法
2.
Synchronication of discernibility matrix formation with reduction;
分辨矩阵构成与约简同步的方法
3.
Heuristic attribute reduction based on 0-1 discernibility matrix
基于0-1分辨矩阵的启发式属性约简
补充资料：辨别认知
辨别认知
discriminative cognition
辨别认知(discrim，native eognlt，on)心理咨询的技巧之一。指咨询者在心理咨询过程中具有‘正确辨别来访者的认知和情感的能力。咨询者的反应，龙论是内容反应还是情感反应都会对咨询内容的发展产二生重大影响一来访一昔表达的内齐往往同时含有认知和情感的成分。“认知”部分指的是来访一行所传达的关十人、事、物的内容;“情感”部分是指来访者所传达的情绪或情感。在心理咨询实践中不应偏向」1其中的一个层面，否则使咨询过程受到限制。如果咨询者偏于情感反应，则可能使得来访者只关注自己而淡化与周围的关系:如果只对来访者谈话中的认知部分有所反应，又会使晤谈过于抽象和理智化。应根据晤谈中来访者的需求、人格特征，以及可供晤谈的时间等确定。 (刘晓明撰丰丈博审)
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