截断系统在动态修正任务中的方法

V. E. Shuvalov, A.A. Polewoy, K.E. Afanasev
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引用次数: 0

摘要

在矩阵表示的基础上实现的输入信号的恢复算法的综合、正则化、高速、能够在有限的计算操作寿命条件下运行的任务。提出了综合基础上的吉洪诺夫正则化方法。本文提出了信号恢复的高速矩阵算法的原始合成方法,允许对得到的带有Toeplitz矩阵的线性代数方程组(LAE)的解进行更有效的修正。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Truncated system's method in the tasks of dynamic correction
The task of synthesis regularizing, high-speed, capable to operate in conditions of restricted computing operational lifes of restoring algorithms of input signals implemented on the basis of representation by matrices. Tikhonov's regularization a method in a basis of synthesis is put. The original approach to synthesis of high-speed matrix algorithms of signals restoring permitting to use for solution of the obtained system of the linear algebraic equations (LAE) with a Toeplitz matrix more effective modification of solutions method of the truncated systems is offered.
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