References
- Bours , P. , Janssen , J. C. M. , van Asperdt , M. and van Tilborg , H. C. A. 1990 . Algebraic Decoding beyond ebch of some binary cyclic codes, when e>ebch . IEEE Transactions on Information Theory , IT-36 ( 1 ) January : 214 – 222 .
- Dodunekov , S. M. and Nilsson , J. E. M. 1992 . Algebraic Decoding of the Zetterberg Codes . IEEE Transactions on Information Theory , IT-38 ( 5 ) September : 1570 – 1573 .
- Feng , G. and Tzeng , K. K. 1991 . A Generalization of the Berlekamp-Massey Algorithm for Multisequence Shift-Register Synthesis with Applications to Decoding Cyclic Codes . IEEE Transactions on Information Theory , IT-37 : 1274 – 1287 .
- Feng , G. and Tzeng , K. K. 1991 . Decoding Cyclic and BCH Codes up to Actual Minimum Distance Using Nonrecurrent Syndrome Dependence Relations . IEEE Transactions on Information Theory , IT-37 : 1716 – 1723 .
- Hartmann , C. R. P. and Tzeng , K. K. 1970 . On the minimum distance of certain reversible cyclic codes . IEEE Transactions on Information Theory , IT-16 : 644 – 646 .
- Hirschfeld , J. W. P. 1979 . Projective Geometries over Finite Fields , Oxford : Clarendon Press .
- Källquist , P. Decoding of Zetterberg Codes . Proc. Fourth Joint Swedish-Soviet Workshop on Information Theory . Gotland , Sweden. Vol. 1 , pp. 305 – 309 .
- MacWilliams , F. J. and Sloane , N. J. A. 1976 . The Theory of Error-Correcting Codes , New York : Elsevier .
- Massey , J. L. 1964 . Reversible Codes . Information and Control , 7 : 369 – 380 .
- Melas , C. M. 1960 . A cyclic code for double error correction . IBM J. Res. Deuel. , 4 : 364 – 366 .
- Reed , I. S. , Truong , T. K. , Chen , X. and Yin , X. 1992 . The Algebraic Decoding of the (41, 21, 9) Quadratic Residue Code . IEEE Transactions on Information Theory , IT-38 : 974 – 986 .
- Zetterberg , L. H. 1962 . Cyclic Codes from Irreducible Polynomials for correction of multiple errors . IRE Transactions on Information Theory , IT-8 : 13 – 20 .