1) minor deviation linearization
小偏差线性化
2) linear small deviation analysis
线性"小偏差"分析
3) linear deviation
线性偏差
1.
Kanda discussed the linear deviation of traditional Feistel ciphers in 1999.
Kanda等人1999年讨论了传统Feistel密码的线性偏差,K。
4) linear unbiased minimum variance estimation
线性无偏最小方差估计
1.
Based on the linear unbiased minimum variance estimation theory, an asynchronous fusion algorithm that fused the state vector of linear system with arbitrary correlated noises is developed.
基于线性无偏最小方差估计理论,提出了一种任意相关噪声线性系统异步状态向量融合算法。
2.
Based on linear unbiased minimum variance estimation theory, a fusion algorithm which fused the state vector of nonlinear systems with dissimilar sensors with arbitrary correlated noises is developed.
基于线性无偏最小方差估计理论,提出了一种任意相关噪声异类传感器非线性系统状态矢量融合算法。
3.
Based on the forward and backward filtering estimates a smoothing algorithm is developed for linear systems with general correlated measurement noises by using the linear unbiased minimum variance estimation formula.
提出了具有一般相关量测噪声的线性系统的平滑估计算法 ,该算法是在系统正向和逆向滤波估计结果的基础上 ,利用线性无偏最小方差估计获得的 。
5) linear unbiased minimum variance
线性无偏最小方差
1.
The discussion on the performance coparison among least squares estimate, optimally weighted least squares estimate and linear unbiased minimum variance estimate of column singular design matrix for a linear model is presented.
在给定的线性模型下 ,讨论了在设计阵列亏秩时 ,最小二乘估计、最优加权最小二乘估计和线性无偏最小方差估计的性能比较 。
2.
The discussion on the property comparison between optimally weighted LS estimate and linear unbiased minimum variance estimate for a linear model is presented.
在给定的线性模型下 ,讨论了最优加权最小二乘估计与线性无偏最小方差估计性能比较 。
6) best linear minimum bias estimator
最优线性最小偏差估计
补充资料：反馈线性化
| 反馈线性化 feedback linearization 对非线性系统施加状态反馈使所得到的闭环系统成为线性的，或若闭环系统仍为非线性，则仍可找到一局部坐标系（j，U）或即定义在U上的非异状态变换z＝j（x）使非线性系统在新坐标下具有线性控制系统的形式。如果变换j是全局的、亦即U＝Rn，则称为全局反馈线性化，否则只能称局部反馈线性化。因为对线性系统有成熟的分析和设计办法，反馈线性化已成为非线性控制系统研究的重要途径并已得到了实际应用。 |
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