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Synthesis of Low-Dimensional Polynomial Filtering Algorithms

机译:低维多项式滤波算法的综合

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摘要

The problem of synthesis of a polynomial filtering algorithm for a discrete-time nonlinear dynamic process is considered under a constraint on the filter dimension. A solution to the problem is presented in the form of a recursive algorithm that can be used to calculate the filter gain matrix and the dispersion matrix of estimation errors. An example is given to illustrate the proposed method of synthesis of low-dimensional poly- nomial filtering algorithms.
机译:在滤波器尺寸的约束下,考虑了用于离散时间非线性动态过程的多项式滤波算法的综合问题。以递归算法的形式提出了该问题的解决方案,该算法可用于计算估计误差的滤波器增益矩阵和色散矩阵。给出一个例子来说明所提出的低维多项式滤波算法的综合方法。

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