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A Robust Sparse Adaptive Filtering Algorithm with a Correntropy Induced Metric Constraint for Broadband Multi-Path Channel Estimation

机译:宽带诱导多径信道估计的带熵度量约束的鲁棒稀疏自适应滤波算法

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A robust sparse least-mean mixture-norm (LMMN) algorithm is proposed, and its performance is appraised in the context of estimating a broadband multi-path wireless channel. The proposed algorithm is implemented via integrating a correntropy-induced metric (CIM) penalty into the conventional LMMN algorithm to modify the basic cost function, which is denoted as the CIM-based LMMN (CIM-LMMN) algorithm. The proposed CIM-LMMN algorithm is derived in detail within the kernel framework. The updating equation of CIM-LMMN can provide a zero attractor to attract the non-dominant channel coefficients to zeros, and it also gives a tradeoff between the sparsity and the estimation misalignment. Moreover, the channel estimation behavior is investigated over a broadband sparse multi-path wireless channel, and the simulation results are compared with the least mean square/fourth (LMS/F), least mean square (LMS), least mean fourth (LMF) and the recently-developed sparse channel estimation algorithms. The channel estimation performance obtained from the designated sparse channel estimation demonstrates that the CIM-LMMN algorithm outperforms the recently-developed sparse LMMN algorithms and the relevant sparse channel estimation algorithms. From the results, we can see that our CIM-LMMN algorithm is robust and is superior to these mentioned algorithms in terms of both the convergence speed rate and the channel estimation misalignment for estimating a sparse channel.
机译:提出了一种鲁棒的稀疏最小均值混合范数(LMMN)算法,并在估计宽带多径无线信道的背景下对其性能进行了评估。所提出的算法是通过将熵诱导度量(CIM)罚分集成到常规LMMN算法中以修改基本成本函数来实现的,该基本成本函数被称为基于CIM的LMMN(CIM-LMMN)算法。所提出的CIM-LMMN算法是在内核框架中详细推导的。 CIM-LMMN的更新方程可以提供一个零吸引子,以将非主要信道系数吸引到零,并且还可以在稀疏度和估计失准之间进行权衡。此外,研究了宽带稀疏多径无线信道上的信道估计行为,并将仿真结果与最小均方/第四(LMS / F),最小均方(LMS),最小均四(LMF)进行了比较。以及最近开发的稀疏信道估计算法。从指定的稀疏信道估计中获得的信道估计性能表明,CIM-LMMN算法优于最近开发的稀疏LMMN算法和相关的稀疏信道估计算法。从结果可以看出,我们的CIM-LMMN算法是健壮的,并且在收敛速度速率和用于估计稀疏信道的信道估计失准方面均优于这些算法。

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