Fast Decoding of the p-Ary First-Order Reed-Muller Codes Based on Jacket Transform
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概要
- 論文の詳細を見る
We propose a fast decoding algorithm for the p-ary first-order Reed-Muller code guaranteeing correction of up to [n/4sin(p-1/2pπ)] errors and having complexity proportional to nlogn, where n=pm is the code length and p is an odd prime. This algorithm is an extension in the complex domain of the fast Hadamard transform decoding algorithm applicable to the binary case.
- (社)電子情報通信学会の論文
- 2008-03-01
著者
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LEE Moon
Institute of Information & Communication, Chonbuk National University
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Lee Moon
Institute Of Inf. & Comm. Chonbuk Natioanl University
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Borissov Yuri
Institute Of Mathematics And Informatics Bulgarian Academy Of Sciences
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Lee Moon
Institute Of Agricultural Sciences Office Of Rural Development Suweon
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