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Multiparameter optimization of inverse filtering algorithms

机译:逆滤波算法的多参数优化

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In this paper inverse filtering of transient signals is dealtwidth. The problem is ill-conditioned, which means that smalluncertainty in the measurement causes large deviation in thereconstructed signal. This amplified noise has to be suppressed at theprice of bias in the estimation. The most difficult task is to find theoptimal degree of noise reduction. The deconvolution algorithms areusually controlled by one or few number of parameters. Severalalgorithms can be found in the literature to find the best setting ofinverse filtering methods, however, usually methods with only one freeparameter are handled. An algorithm is proposed, based on a spectralmodel, to optimize several parameters. Multiparameter inverse filteringmethods have the advantage that they can be better adapted to themeasurement system, noise and signal to be measured. The superiority ofthe proposed optimization method is demonstrated both on simulated andexperimental data
机译:本文对瞬时信号进行逆滤波 宽度。问题是病态的,这意味着很小 测量的不确定性会导致测量结果的较大偏差 重建信号。这种放大的噪声必须在 估算中的偏差价格。最困难的任务是找到 最佳降噪程度。去卷积算法是 通常由一个或几个参数控制。一些 可以在文献中找到算法来找到最佳设置 逆滤波方法,但是,通常只有一个自由的方法 参数被处理。提出了一种基于频谱的算法 模型,以优化几个参数。多参数逆滤波 方法的优点是可以更好地适应 测量系统,要测量的噪声和信号。的优势 仿真和仿真都证明了提出的优化方法。 实验数据

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