1) linear optimal filter
线性最优滤波
1.
A linear optimal filter is proposed based on the minimum mean square error(MMSE) criterion to solve the problem that the commonly used Lee and Kuan filters for synthetic aperture radar(SAR) images have bigger filtering errors.
针对常用于合成孔径雷达(SAR)图像降噪的Lee滤波和Kuan滤波误差较大的问题,提出了基于最小均方误差(MMSE)准则的线性最优滤波。
2) optimum linear filtering
最优线性滤波
1.
The 2nd order approximation of measurement noise in optimum linear filtering with coordinate conversion;
坐标变换最优线性滤波中测量噪声的二阶近似方法
3) Optimum Nonlinear Filtering
最优非线性滤波
1.
On Optimum Nonlinear Filtering via ANNs;
最优非线性滤波的神经网络实现研究
4) Best linear unbiased filtering
最优线性无偏滤波
5) optimal filtering
最优滤波
1.
And then based on the optimal filtering theory of structure stochastic jump system,a new algorithm for infrared system distance estimation was proposed.
针对机动飞行的空中点目标,利用测量目标红外辐照度变化的测距原理,建立了具有Markov跳变参数的红外系统距离估计模型,基于结构随机跳变系统最优滤波理论,提出了一种新的红外系统距离估计算法。
2.
But there are few papers describing modeling-building,optimal filtering algorithms for this kind of systems.
本文研究了一类离散时间乘性随机系统,基于卡尔曼滤波算法的思想,分别给出此类系统不含输入项及含有输入项的递推最优滤波算法,得到的结果便于实际应用。
3.
In this paper,an optimal filtering method based on the Singular Value Decomposition (SVD)technique for Multi-Channel Systems with Multiplicative Noise is proposed.
提出 1种基于奇异值分解 (SVD)的多通道带乘性噪声系统的最优滤波方法。
6) optimal filter
最优滤波
1.
The Optimal Filter and Estimation of a Kind of the Random Signals of the Unmeasurable Components Based on Its Measurable Components in the Generalized Process;
一类广义过程非观测分量依可观测分量随机信号的最优滤波与估计
2.
Based on model matching approach,this paper presents an algorithm for designing optimal filter that minimizes the magnitude of the filter error,in the case of linear discrete-time system in which the process noise and measurement noise are unknown but magnitude bounded.
本文基于模型匹配方法提出了一种极小化误差幅值的线性系统的最优滤波器的设计方法 ,所考虑的过程噪声和量测噪声均为未知但幅值有界信号 。
3.
It is important for researchers to find which kinds of filtering equation are solvable and how to give representation of the optimal filter.
一般的线性非奇异滤波模型是可解的,它的最优滤波是Kalman-Bucy滤波。
补充资料：黎卡提方程(见线性二次型量优控制)
黎卡提方程(见线性二次型量优控制)
Riccati equation
L袱以}tongcheng黎卡提方程(Rieeati equation)次型最优控制。见线性二
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