The following publications are possibly variants of this publication:
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- Efficient Decoding of Systematic (41, 21, 9) Quadratic Residue CodeYan-Haw Chen, Chong-Dao Lee, Chih-Hua Chien, S. H. Tai. apscc 2008: 128-133 [doi]
- Algebraic decoding of the (41, 21, 9) quadratic residue code without determining the unknown syndromesChunlan Luo, Yi Wu 0010, Hsin-Chiu Chang, Zheng Yang 0003, Song Xing. phycomm, 42:101135, 2020. [doi]
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- Fast Decoding of the (41, 21, 9) Quadratic Residue Code Without Computing Unknown SyndromesChunlan Luo, Yi Wu 0010, Hsin-Chiu Chang, Zheng Yang, Lianfeng Shen, Song Xing. wcsp 2018: 1-5 [doi]
- Algebraic Decoding of Quadratic Residue Codes Using Berlekamp-Massey AlgorithmY. H. Chen, T. K. Truong, Y. Chang, C. D. Lee, S. H. Chen. jise, 23(1):127-145, 2007. [doi]
- Algebraic Decoding of the (89, 45, 17) Quadratic Residue CodeTrieu-Kien Truong, Pei-Yu Shih, Wen-Ku Su, Chong-Dao Lee, Yaotsu Chang. TIT, 54(11):5005-5011, 2008. [doi]
- Algebraic decoding of the (32, 16, 8) quadratic residue codeIrving S. Reed, Xiaowei Yin, Trieu-Kien Truong. TIT, 36(4):876, 1990.
- Fast Algebraic Decoding of the (89, 45, 17) Quadratic Residue CodeTsung-Ching Lin, Wen-Ku Su, Pei-Yu Shih, Trieu-Kien Truong. icl, 15(2):226-228, 2011. [doi]
- Algebraic decoding of the (73, 37, 13) quadratic residue codeHung-Peng Lee, Hsin-Chiu Chang, Trieu-Kien Truong. iet-com, 6(10):1326-1333, 2012. [doi]
- Modified algebraic decoding of the (89, 45, 17) binary quadratic residue codeTsung-Ching Lin, Wen-Ku Su, Pei-Yu Shih, Trieu-Kien Truong. pimrc 2009: 1824-1828 [doi]