脉冲响应函数的迭代多元回归估计

E. I. Enang
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引用次数: 0

摘要

本文采用迭代多元回归和反向消去法确定给定一对输入/输出过程的脉冲响应函数系数。基于计算机的解是在Pascal程序的帮助下完成的,该程序组织了输入变量的选择,并增加了迭代解的时滞。截断点由使用单个输入变量的误差平方贡献来确定。该方法在数值和统计意义上都是稳定的。没有观察到多达80个输入变量的不稳定性。关键词:迭代多元回归,脉冲响应函数,误差平方贡献,时间序列分析,传递函数模型。数学学报,Vol. 31 (1), 2004: 47-51
本文章由计算机程序翻译,如有差异,请以英文原文为准。
ESTIMATION OF IMPULSE RESPONSE FUNCTION BY ITERATIVELY APPLIED MULTIPLE REGRESSION
In this paper the author uses iterative multiple regression and backward elimination process to determine the impulse response function coefficients of a given pair of input/output process. The computer-based solution is done with the help of a Pascal program, which organises the selection of the input variables with increasing time lag for the iterative solutions. The truncation point is determined by using the error square contributions of the individual input variables. The method proves stable in both numerical and statistical sense. There was no instability observed up to 80 input variables. KEY WORDS: Iterative multiple regression, impulse response function, error square contribution, time series analysis, transfer function model Global Jnl of Mathematical Sciences Vol. 3(1) 2004: 47-51
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