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Analysis of Signal De-noising Method Based On An Improved Wavelet Thresholding

机译:改进小波阈值的信号去噪方法分析

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Based on the Multi-analysis wavelet threshold denosing method which put forward by D.LDohono and I.M.Johnstone,a new thresholding function is proposed. This new thresholding function is continuous as the soft thresholding function,and also overcomes the shortcoming that there is an invariable dispersion between the estimated wavelet coefficients and the decomposed wavelet coefficients of the soft threshold method. In new thresholding function,by adjusting k parameter,a near-optimum function between hard and soft functions is resulted. Moreover,by turning parameter m,the near-optimum thresholding function is adjusted to the opti-mum one through applying small changes. In other words,optimizing parameter k works similar to a global search and optimizing parameter m works like local.search in finding the best thresholding function. The simulation results show that the new thresholding function can offer the best de-noising signal only by changing the variable parameters. The enhancement of the SNR and the reduction of the RMSE indicates that the performance of this method is better then the hard and soft threshold methods.
机译:基于D.Dohono和I.M.Johnstone提出的多分析小波阈值去噪方法,提出了一种新的阈值函数。这种新的阈值函数作为软阈值函数是连续的,并且克服了软阈值方法的估计小波系数与分解小波系数之间存在不变色散的缺点。在新的阈值函数中,通过调整k参数,可以得到硬函数和软函数之间的近最佳函数。此外,通过改变参数m,通过应用较小的变化将最佳阈值函数调整为最佳阈值函数。换句话说,在找到最佳阈值函数时,优化参数k的作用类似于全局搜索,而优化参数m的作用类似于local.search。仿真结果表明,新的阈值功能只有通过改变可变参数才能提供最佳的降噪信号。 SNR的提高和RMSE的降低表明,该方法的性能优于硬阈值和软阈值方法。

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