Decoding Golay code by direct solution of the error locator polynomial

机译：通过直接解决错误定位器多项式解码Golay代码

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摘要

In this paper, a simplified decoding algorithm of the (23, 12, 7) Golay code with error-correcting capacity less than or equal to 3 is proposed. The simulation result of the decoding algorithm is shown that all correctable error patterns are decoded successfully via the simplified decoding algorithm.

机译：在本文中，提出了一种简化的（23,12,7）Golay代码的简化解码算法，其具有误差校正容量小于或等于3。解码算法的仿真结果示出了通过简化的解码算法成功解码所有可校正误差模式。

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来源
《International Conference on Advanced Communication Technology》|2009年||共3页
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作者
Pei-Yu Shih; Wen-Ku Su; Tsung-Ching Lin; Truong Trieu-Kien;
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原文格式 PDF
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中图分类 TN91-53;
关键词
Gramp; #x00F6; bner basis; Quadratic residue code; decoding algorithm; error-locator polynomial;

机译：GR＆amp;＃x00f6;bner基础;二次残差编码;解码算法;错误定位多项式;

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2. Unusual general error locator polynomial for the (23, 12, 7) golay code [J] . Communications Letters, IEEE . 2010,第4期

机译：（23、12、7）golay码的异常常规错误定位多项式
3. An Efficient Eligible Error Locator Polynomial Searching Algorithm and Hardware Architecture for One-Pass Chase Decoding of BCH Codes [J] . Nan Zheng, Pinaki Mazumder Circuits and Systems II: Express Briefs, IEEE Transactions on . 2017,第5期

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4. Decoding Golay code by direct solution of the error locator polynomial [C] . Pei-Yu Shih, Wen-Ku Su, Tsung-Ching Lin, Advanced Communication Technology, 2009 11th International Conference on . 2009

机译：通过错误定位器多项式的直接解法解码Golay码
5. ITERATIVELY MAXIMUM LIKELIHOOD DECODABLE SPHERICAL CODES (CODING, ERROR-CORRECTING, DECODING, TELECOMMUNICATIONS, PACKINGS). [D] . GAO, JIAPENG. 1984

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Decoding Golay code by direct solution of the error locator polynomial

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