Optimum linear periodically time-varying filter

被引:0
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作者
Wei, Dong [1 ]
机构
[1] Drexel Univ, Philadelphia, United States
关键词
Asymptotic stability - Computational complexity - Error analysis - FIR filters - Mathematical transformations - Matrix algebra - Transfer functions - Vectors;
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摘要
We study the optimum (in the minimum mean-square error sense) linear periodically time-varying deconvolution filter of finite size. We show that the filter can be in the form of lapped transform or multirate filterbank, and it includes the FIR Wiener filter as a special case. We demonstrate that the proposed filter always possesses a gain over the Wiener filter.
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页码:123 / 126
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