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A new recursive algorithm for time-varying autoregressive (TVAR) model estimation and its application to speech analysis

机译:一种新的时变自回归(TVaR)模型估计递推算法及其在语音分析中的应用

摘要

This paper proposes a new state-regularized (SR) and QR decomposition based recursive least squares (QRRLS) algorithm with variable forgetting factor (VFF) for recursive coefficient estimation of time-varying autoregressive (AR) models. It employs the estimated coefficients as prior information to minimize the exponentially weighted observation error, which leads to reduced variance and bias over traditional regularized RLS algorithm. It also increases the tracking speed by introducing a new measure of convergence status to control the FF. Simulations using synthetic and real speech signals show that the proposed method has improved tracking performance and reduced estimation error variance than conventional TVAR modeling methods during rapid changing of AR coefficients. © 2012 IEEE.
机译:针对时变自回归(AR)模型的递归系数估计,提出了一种新的基于状态正则化和QR分解的具有变量遗忘因子(VFF)的递归最小二乘算法(QRRLS)。它使用估计的系数作为先验信息,以最小化指数加权的观测误差,这导致与传统的正则化RLS算法相比,方差和偏差减小。通过引入一种新的收敛状态度量来控制FF,还可以提高跟踪速度。使用合成和真实语音信号进行的仿真表明,与传统的TVAR建模方法相比,该方法在AR系数快速变化期间具有改进的跟踪性能,并减少了估计误差方差。 ©2012 IEEE。

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