1) strong linear dependence
强线性相关
1.
Results and Conclusion The concepts of strong linear dependence and weak linear independence are introduced,their some properties and distinguishing method are given,and some results of linear space are obtained.
结果/结论引入了强线性相关与弱线性无关的定义,给出了它们的性质和判别方法,并得到线性空间的一些结论。
2) linear correlation
线性相关
1.
Then it demonstrates that the linear correlations between DO and NH 3 N as well as COD Mn are both extraordinarily significant at a significance level of 99 9% by means of significance tests on correlation coefficients and regression coefficients.
并经相关系数和回归系数显著性检验,表明在999%的置信水平下DO与NH3N和CODMn线性相关均极其显
2.
his paper expounds tlie linear correlation of biochemical oxyen demand and chemical oxven demand for some certain wastewater,if the COD is kmown,then the BOD5 can be cacuhted.
阐述了某些特定废水中生化需氧量与化学需氧量两者之间具有线性相关关系,因此已知化学需氧量值就可推算出生化需氧量值。
3.
The analysis shows that the ill-condition is caused by the linear correlation between some equations in the model.
结果表明,病态性的根本原因在于模型中某些方程间存在严重的线性相关现象。
3) linear dependence
线性相关
1.
Modified measures of multivariate association and linear dependence;
修正后的广义相关系数与线性相关性
2.
Strong linear dependence and weak linear independence
强线性相关与弱线性无关
3.
The sizes of holes of commonly used fastener and counterbore and normal diameters of bolts and screws assembled with them have remarkable linear dependence relationship.
常用紧固件通孔及沉孔的尺寸 ,与装配的螺栓或螺钉的公称直径均有显著的线性相关关系 ,从而建立起各种一元线性回归方程 ,以取代传统的查手册取值法 ;若用在CAD绘图软件的运行中 ,更能提高绘图设计的工
4) linear relation
线性相关
1.
Based on discussions for independent motions and partial degrees of freedom in plane mechanisms, the concept of the degree of freedom of motion linear relation is proposed through the motion linear relation analysis for links in plane motions.
在讨论平面机构独立运动和局部自由度的基础上 ,通过对作平面运动构件的运动线性相关分析 ,建立了含有作平面运动齿轮的平面机构的自由度计算方法 ,并用实例证明了该计算方法的正确性和实用性。
5) linearly dependent
线性相关
1.
The article sums up eight methods to judge the linearly dependent and the linearly independent of vectors.
文章总结出了判断向量线性相关和线性无关的八种方法。
补充资料:线性相关
线性相关是指当一个变量发生变动时,另一变量随之发生大致均匀的变动,在坐标图上近似地表现为一条直线。
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