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Statistical design of stack filters

机译:堆栈过滤器的统计设计

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Abstract: Nonlinear signal processing elements are increasingly needed in current signal processing systems. Stack filters form a large class of nonlinear filters, which have found a range of applications, giving excellent results in the area of noise filtering. Naturally, the development of fast procedures for the optimization of stack filters is one of the major aims in the research in the field. In this paper we study optimization of stack filters with a simplified scenario: the ideal signal is constant and the noise distribution is known. The objective of the optimization method presented in this paper is to find the stack filter producing optimal noise attenuation and satisfying given constraints. The constraints may limit the search into a set of stack filters with some common statistical description or they may describe certain structures which must be preserved or deleted. The objective of this paper is to illustrate that design of nonlinear filters is possible while using suitable signal and noise models.!29
机译:摘要:当前信号处理系统中越来越需要非线性信号处理元件。叠层滤波器构成了一大类非线性滤波器,它们已经得到了广泛的应用,从而在噪声滤波方面获得了出色的结果。自然,开发用于优化堆栈过滤器的快速程序是该领域研究的主要目标之一。在本文中,我们以简化的场景研究了堆栈滤波器的优化:理想信号是恒定的,并且噪声分布是已知的。本文提出的优化方法的目的是找到产生最佳噪声衰减并满足给定约束的叠层滤波器。约束可以将搜索限制到具有某些常用统计描述的一组堆栈过滤器中,或者它们可以描述必须保留或删除的某些结构。本文的目的是说明使用适当的信号和噪声模型时可以设计非线性滤波器!29

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