1) residual minimization
残差优化
1.
To solve linear equation system with an asymmetric, nonpositive-definition and nonsparse coefficient matrix,a residual minimization method based on Gaussian iteration is proposed in this paper.
在非对称、非正定满阵线性方程组的求解过程中,本文以高斯迭代为基础,提出一种残差优化的迭代法。
2) SRwgh
优选残差加权
3) Studentized residual
学生化残差/t化残差
4) Studentized residuals
学生化残差
1.
The residuals which often used have ordi nary residualsδ i ?the internally studentized residuals r i and externally studentized residuals r i .
残差分析在回归诊断中十分重要,常用的残差有普通残差δi、内学生化残差ri和外学生化残差ri等。
5) variety of residual difference
残差变化率
1.
According to the character of the observation outliers and the basic filter theory,the conception of the variety of residual difference, which is introduced to the judgment of outlier and used to adjust the threshold automatically,is presented,and the test methed of distinguish outliers is given.
针对Kalman滤波中存在量测野值的特点,依据滤波基本理论,提出了残差变化率概念。
6) Residuals normalization
残差归一化
补充资料：残差平方和
分子式：
CAS号：
性质：在回归分析中，实际测定值与按回归线预计的值之差，称为残差。回归线各实验点残差之平方的加和，称为残差平方和。
CAS号：
性质：在回归分析中，实际测定值与按回归线预计的值之差，称为残差。回归线各实验点残差之平方的加和，称为残差平方和。
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