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Fuzzy entropy spectrum analysis for biomedical signals de-noising

机译:生物医学信号去噪的模糊熵谱分析

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Singular spectrum analysis (SSA) is widely applied to de-noise noisy biomedical signals in a broad range of applications. The major idea behind SSA de-noising is to divide the noisy signal into signal and noise subspaces by truncation of singular spectrum at a certain order. However, there is no clear `noise floor' for many real-world biomedical signals. In addition, such de-noised signal contains the highest possible residual noise level. In this study, fuzzy entropy (FuzzyEn), a robust measure to quantify the signal complexity in chaos theory, is introduced to provide a genuine noise floor, which indicates the noise level of each SSA components relative to white noise and original noisy signal. Based on the FuzzyEn spectrum and filter bank characteristics of SSA, an iterative soft threshold SSA approach (SSA-IST) is then proposed to remove the noise in each component. The experimental results of de-noising speech and electromyographic (EMG) signals using the proposed approach are presented and compared with the results obtained using existing truncated SSA, wavelet transform (WT), and empirical mode decomposition (EMD) techniques.
机译:奇异频谱分析(SSA)广泛应用于广泛的应用中的噪声噪声生物医学信号。 SSA去噪背后的主要思想是通过以一定的顺序截断奇异光谱来将噪声信号分成信号和噪声子空间。然而,对于许多真实世界的生物医学信号,没有明确的“噪音”。此外,这种去噪信号包含最高可能的剩余噪声水平。在本研究中,引入了模糊熵(FUZZYEN),用于量化混沌理论中信号复杂性的强大措施,以提供真正的噪声地板,其指示每个SSA组件相对于白噪声和原始噪声信号的噪声水平。基于SSA的模糊频谱和滤波器组特性,然后提出了一种迭代软阈值SSA方法(SSA-IST)以去除每个组件中的噪声。呈现使用所提出的方法的去噪和肌电图(EMG)信号的实验结果,并与使用现有截短的SSA,小波变换(WT)和经验模式分解(EMD)技术获得的结果进行了比较。

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