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Linear and nonlinear adaptive digital filters and their applications.

机译:线性和非线性自适应数字滤波器及其应用。

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摘要

Adaptive digital signal processing has matured to the point where it now constitutes an important part of statistical signal processing. However, high speed adaptive digital filtering and nonlinear adaptive digital filtering are yet to be developed. In this dissertation, a family of high speed linear adaptive digital filters, which are suitable for parallel realization, are first presented. They are (1) Delayed N-path adaptive finite impulse response (DNA-FIR) digital filters; (2) Delayed N-path adaptive linear phase finite impulse response (DNALP-FIR) digital filters; (3) Delayed N-path equation-error based adaptive infinite impulse response (DNEEBA-IIR) digital filters. By using multiple digital signal processors in parallel, the processing speed of this type of filters can be increased compared with the conventional realizations. They are contrived to be useful for general applications in adaptive digital signal processing. Comparison studies have been conducted among the proposed DNA-FIR digital filter, the block implementation of adaptive finite impulse response (BIA-FIR) digital filter, and the conventional adaptive finite impulse response (CA-FIR) digital filter. It has been shown that the processing speed of the proposed DNA-FIR digital filter is N times that of the BIA-FIR digital filter (given block length N and time domain realization). Then a nonlinear delayed N-path adaptive finite impulse response (NDNA-FIR) digital filter is developed, the parallel structure of which lends itself to high speed implementation. This NDNA-FIR digital filter compares favorably with the CA-FIR digital filter and the nonlinear median filter when applied to broadband noise cancellation. The last part of this dissertation describes the structure and its adaptive algorithm of a nonlinear adaptive infinite impulse response (IIR) digital filter. This IIR digital filter is bounded input bounded output (BIBO) stable. Based on this structure, an individual adaptation scheme is incorporated into the adaptive algorithm to improve the convergence speed.Dept. of Electrical and Computer Engineering. Paper copy at Leddy Library: Theses u26 Major Papers - Basement, West Bldg. / Call Number: Thesis1994 .L515. Source: Dissertation Abstracts International, Volume: 56-01, Section: B, page: 0427. Adviser: Hon Keung Kwan. Thesis (Ph.D.)--University of Windsor (Canada), 1994.
机译:自适应数字信号处理已经发展到现在已成为统计信号处理的重要组成部分的程度。但是,尚未开发出高速自适应数字滤波和非线性自适应数字滤波。本文首先提出了一种适用于并行实现的高速线性自适应数字滤波器。它们是:(1)延迟N路径自适应有限冲激响应(DNA-FIR)数字滤波器; (2)延迟N路径自适应线性相位有限冲激响应(DNALP-FIR)数字滤波器; (3)基于延迟N路径方程误差的自适应无限冲激响应(DNEEBA-IIR)数字滤波器。与传统的实现方式相比,通过并行使用多个数字信号处理器,可以提高这种滤波器的处理速度。它们被设计为对自适应数字信号处理中的一般应用有用。在提议的DNA-FIR数字滤波器,自适应有限冲激响应(BIA-FIR)数字滤波器的块实现以及常规自适应有限冲激响应(CA-FIR)数字滤波器之间进行了比较研究。已经表明,所提出的DNA-FIR数字滤波器的处理速度是BIA-FIR数字滤波器的N倍(给定块长N和时域实现)。然后,开发了一种非线性延迟N路径自适应有限冲激响应(NDNA-FIR)数字滤波器,该滤波器的并行结构使其可以实现高速实现。当应用于宽带噪声消除时,该NDNA-FIR数字滤波器与CA-FIR数字滤波器和非线性中值滤波器相比具有优势。论文的最后一部分描述了非线性自适应无限脉冲响应(IIR)数字滤波器的结构及其自适应算法。此IIR数字滤波器的边界输入边界输出(BIBO)稳定。基于这种结构,将个体自适应方案并入自适应算法中以提高收敛速度。电气和计算机工程系。莱迪图书馆的纸质副本:论文主要论文-西楼地下室。 /电话:Thesis1994 .L515。资料来源:国际学位论文摘要,第56-01卷,B节,第0427页。顾问:汉强馆。论文(博士学位)-温莎大学(加拿大),1994。

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    Li Qiu Ping.;

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