The following publications are possibly variants of this publication:
- The Use of Multivariate Weak-Locator Polynomials to Decode Cyclic Codes up to Actual Minimum DistanceTsung-Ching Lin, Chong-Dao Lee, Trieu-Kien Truong, Yaotsu Chang. TIT, 64(10):6590-6603, 2018. [doi]
- A new decoder for binary quadratic residue code with irreducible generator polynomialMing-Haw Jing, Yaotsu Chang, Jian-Hong Chen, Zih-Heng Chen, Jia-Hao Chang. apccas 2008: 1518-1521 [doi]
- Use of Grobner bases to decode binary cyclic codes up to the true minimum distanceXuemin Chen, Irving S. Reed, Tor Helleseth, Trieu-Kien Truong. TIT, 40(5):1654-1660, 1994. [doi]
- On the evaluation of minimum distance of binary arithmetic cyclic codesNelson T. Tsao-Wu, Sze-Hou Chang. TIT, 15(5):628-631, 1969. [doi]
- New binary h-generator quasi-cyclic codes by augmentation and new minimum distance boundsEric Zhi Chen. dcc, 80(1):1-10, 2016. [doi]