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Proportionate Affine Projection Sign Algorithms for Network Echo Cancellation

机译:用于网络回声消除的比例仿射投影符号算法

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Two proportionate affine projection sign algorithms (APSAs) are proposed for network echo cancellation (NEC) applications where the impulse response is often real-valued with sparse coefficients and long filter length. The proposed proportionate-type algorithms can achieve fast convergence and low steady-state misalignment by adopting a proportionate regularization matrix to the APSA. Benefiting from the characteristics of $l_1$-norm optimization, affine projection, and proportionate matrix, the new algorithms are more robust to impulsive interferences and colored input than the proportionate least mean squares (PNLMS) algorithm and the robust proportionate affine projection algorithm (Robust PAPA). The new algorithms also achieve much faster convergence rate in sparse impulse responses than the original APSA and the normalized sign algorithm (NSA). The new algorithms are robust to all types of NEC impulse response with different sparseness without the need to change parameters or estimate the sparseness of the impulse response. The computational complexity of the new algorithms is lower than the affine projection algorithm (APA) family due to the elimination of the matrix inversion.
机译:针对网络回波消除(NEC)应用,提出了两种比例仿射投影符号算法(APSA),在这些应用中,脉冲响应通常是实值,具有稀疏系数和长滤波器长度。通过将比例正则化矩阵应用于APSA,提出的比例类型算法可以实现快速收敛和低稳态失准。受益于$ l_1 $范数优化,仿射投影和比例矩阵的特征,新算法比按比例最小均方(PNLMS)算法和鲁棒的按比例仿射投影算法(Robust PAPA)。与原始的APSA和归一化的符号算法(NSA)相比,新算法在稀疏脉冲响应中还实现了更快的收敛速度。新算法对于具有不同稀疏性的所有类型的NEC脉冲响应均具有鲁棒性,而无需更改参数或估计脉冲响应的稀疏性。由于消除了矩阵求逆,因此新算法的计算复杂度低于仿射投影算法(APA)系列。

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