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南京电子工程研究所
Published:1981
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[1]刘兴.多项式微分的最优估计和误差分析[J].电子学报,1981(05):22-31.
Liu Xing. Optimal Estimations and Error Analysis of Polynomial Differential[J]. Acta Electronica Sinica, 1981, (5): 22-31.
本文讨论了多项式微分的改进型最小二乘方法。此法将多项式微分的瞬时值和连续函数曲线的最优估计统一起来
有利于计算机实时数据处理和实时控制。文中给出了简单的加权系数和估计误差的计算公式。
The paper discusses the improved least square method for polynomial differentiation. The method is suitable for real-time data processing and real-time control by a computer. It covers optimal estimations of both momentary value and continuous function curve of polynomial differential. Smoothing time may be taken at the sampling time or between any two neighboring samples
For middle-point smoothing
the number of samples may be odd or even. Simple formulas of weight coefficients and estimation errors are also shown in the paper. The law of error changes is easily shown by formulas of estimation errors
which is very useful for the correct use of the least square method.
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