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ADMM-based l_1 - l_1 optimization algorithm for robust sparse channel estimation in OFDM systems

机译:基于ADMM的l_1-l_1优化算法,用于OFDM系统中的鲁棒稀疏信道估计

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摘要

In this paper, an l(1) - l(1) optimization algorithm based on the alternating direction method of multipliers (ADMM) is proposed for robust sparse channel estimation in OFDM systems. Particularly, this algorithm considers the sparsity of the channel impulse response (CIR) often encountered in multipath channels. Further, to improve the performance of the proposed algorithm in the presence of impulsive noise, the residual error is modeled using an l(1)-norm loss function which is derived from describing the underlying contamination as additive random samples obeying to a Laplacian distribution. Furthermore, the solution of the proposed algorithm is obtained by reformulating the unconstrained l(1) - l(1) minimization as a constrained optimization problem. To reduce the complexity of this constrained formulation, a proximal linearization is included into the augmented Lagrangian which facilitates the iterative computation of the CIR update. In addition, in order to stably estimate the channel coefficients, a heuristic rule for updating the penalty parameter is proposed. Extensive numerical simulations are shown for evaluating the behavior of the proposed method in the presence of impulsive noise, where the proposed approach outperforms other linear and robust approaches under multiple performance criteria. (C) 2019 Elsevier B.V. All rights reserved.
机译:本文针对OFDM系统中的鲁棒稀疏信道估计,提出了一种基于乘法器交替方向方法(ADMM)的l(1)-l(1)优化算法。特别是,该算法考虑了多径信道中经常遇到的信道冲激响应(CIR)的稀疏性。此外,为了在脉冲噪声存在的情况下提高所提出算法的性能,使用l(1)-范数损失函数对残留误差进行建模,该函数是通过将潜在的污染描述为服从拉普拉斯分布的加法随机样本而得出的。此外,通过将无约束的l(1)-l(1)最小化重新构造为有约束的优化问题,从而获得了所提出算法的解决方案。为了降低此约束公式的复杂性,在增强的拉格朗日函数中包括了近端线性化,这有助于CIR更新的迭代计算。另外,为了稳定地估计信道系数,提出了用于更新惩罚参数的启发式规则。显示了广泛的数值模拟,用于评估在存在脉冲噪声的情况下该方法的性能,其中在多种性能标准下,该方法优于其他线性和鲁棒方法。 (C)2019 Elsevier B.V.保留所有权利。

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