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#x2113;1-norm based nonparametric and semiparametric approaches for robust spectral analysis

机译:基于 1 -范数的非参数和半参数方法,用于鲁棒光谱分析

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The problem of frequency estimation can be solved by parametric, non-parametric or semi-parametric methods. The representative nonparametric and semiparametric methods, namely, iterative adaptive approach (IAA) and sparse learning via iterative minimization (SLIM) have been recently proposed. Since both of them are not robust to impulsive noise, their extensions, ℓ1-IAA and ℓ1-SLIM are derived to provide accurate spectral estimation in the presence of the heavy-tailed noise in this paper. In our study, the nonlinear frequency estimation problem is mapped to a linear model whose parameters are updated according to the ℓ1-norm and iteratively reweighted least squares. Simulation results are included to demonstrate the outlier resistance performance of the proposed algorithms.
机译:频率估计的问题可以通过参数,非参数或半参数方法来解决。最近已经提出了代表性的非参数和半参数方法,即迭代自适应方法(IAA)和通过迭代最小化的稀疏学习(SLIM)。由于它们都不对脉冲噪声具有鲁棒性,因此本文推导了noise1-IAA和ℓ1-SLIM的扩展名,以在存在重尾噪声的情况下提供准确的频谱估计。在我们的研究中,将非线性频率估计问题映射到线性模型,该模型的参数根据ℓ1-范数和迭代加权最小二乘法进行更新。仿真结果包括在内,以证明所提出算法的离群性能。

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