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A numerically stable fast RLS algorithm for adaptive filtering and prediction based on the UD factorization

机译:一种基于UD分解的数值稳定快速RLS自适应滤波和预测算法

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摘要

The use of UD factorization in adaptive RLS algorithms is interesting for its numeric robustness and because no square-root operations at all are involved. We describe a square root free fast RLS algorithm based on the UD factorization of the autocorrelation matrix. Numerous finite precision simulations tend to indicate that this algorithm is numerically stable. The algorithm requires /spl Oscr/(/spl Nscr/) operations, where /spl Nscr/ is the linear filter order.
机译:自适应RLS算法中UD分解的使用因其数值鲁棒性而非常有趣,因为根本不涉及平方根运算。我们描述了基于自相关矩阵的UD分解的无平方根快速RLS算法。大量有限精度仿真倾向于表明该算法在数值上是稳定的。该算法需要/ spl Oscr /(/ spl Nscr /)运算,其中/ spl Nscr /是线性滤波器阶数。

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