A class of new criteria for blind deconvolution
Longfei Fan, Hui Ping Zheng, Zha Guangming, Huang Shunji
Abstract
Longfei Fan, Hui Ping Zheng, Zha Guangming, Huang Shunji
Abstract
Complex signal and system models are considered in this paper, and a class of new criteria, which is based on the higher-order cumulant, is derived for blind deconvolution. It is pointed out that blind deconvolution may be realized by maximizing or minimizing the normalized cumulant of the system output. This is a new approach to statistical matching for blind deconvolution. As an example, a new blind deconvolution (equalization) algorithm is proposed, and computer simulation results are included to demonstrate the performance of the proposed algorithm.
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Complex signal and system models are considered in this paper, and a class of new criteria, which is based on the higher-order cumulant, is derived for blind deconvolution. It is pointed out that blind deconvolution may be realized by maximizing or minimizing the normalized cumulant of the system output. This is a new approach to statistical matching for blind deconvolution. As an example, a new blind deconvolution (equalization) algorithm is proposed, and computer simulation results are included to demonstrate the performance of the proposed algorithm.
Key concepts: Blind deconvolution, Deconvolution, Blind equalization, Computer science, Algorithm, Higher-order statistics, SIGNAL (programming language), Class (philosophy)