go top

## root-mean-square deviation

• [数] 均方根差
• [数] 均方根偏差

### 网络释义专业释义英英释义

[数] 均方根差

... root-mean-square criterion 均方根判别准则 root-mean-square deviation 均方根差 root-mean-square error 均方根误差 ...

标准差

... 伦琴射线(即Χ射线) Rontgen rays 均方根差；标准差 root-mean-square deviation 均方根速度 root-mean-square velocity ...

平均平方数离差

... mean deviation 平均差,平均离差,均... deviation card 磁罗盘偏差记录卡片... root-mean-square deviation 平均平方数离差,均方...

均方根

... 齿根锥角，伞齿底角 root diameter 均方根 root-mean-square deviation 均方根差 root-mean-square displacement ...

root mean square deviation 均方根偏差 ; 根均方偏差 ; 偏差 ; 叠合后均方根误差

root-mean square deviation 均方根差 ; 平均平方根离差

root mean square deviation rms 平方差均值平方根

更多收起网络短语
• 均方根差
• 均方根偏差
均方根差

·2,447,543篇论文数据，部分数据来源于NoteExpress

#### Root-mean-square deviation

• abstract: The root-mean-square deviation (RMSD) or root-mean-square error (RMSE) is a frequently used measure of the differences between values predicted by a model or an estimator and the values actually observed. These individual differences are called residuals when the calculations are performed over the data sample that was used for estimation, and are called prediction errors when computed out-of-sample.

### 双语例句原声例句

• Besides a comparison of the characteristic line, the normalized mean square root error, the normalized mean error, and the maximum deviation are calculated and discussed.

除了单行数值比较法外，计算了重组数学模型之间的一化均方根偏差、归一化平均偏差和最大偏差

• A simple iterative method for superimposing sets of NMR derived structures and calculation of the root mean square deviation (RMSD) of the sets is described.

一个简单迭代叠加磁共振结构计算得出均方根误差(均方根偏差)的描述

• Cpm is an overall capability index defined as the ratio of the specification spread (USL - LSL) to the square root of the mean squared deviation from the target.

Cpm一个总体能力指数定义了均值偏离目标值均方差的平方根规范宽度之间的比值

• What we want to do now is compute the mean and variance of the portfolio-- or the mean and standard deviation, since standard deviation is the square root of the variance-- for different combinations of the portfolios.

我们现在要做的是,计算这个投资组合的均值和方差-,或者均值和标准差，因为标准差的平方就等于方差-,这对任何投资组合都是一样的。

耶鲁公开课 - 金融市场课程节选

\$firstVoiceSent
- 来自原声例句