Abstract
Different philosophies lie behind the detecting and correcting error patterns in a real communication channel. The sceptic points in choosing an efficient code, specifically the matrix type-B code, were pointed out in Refs. 1 and 2.
Some more points are shown here. As a result the matrix type-B code is found to be a “best choice”. Some more theoretical aspects for this code are also given. These are useful for the realization and testing of an encoding-decoding algorithm with IC's used in a unique way for its implementation.
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References
D. C. Voulalis, A comparison between burst error correcting codes,Int. J. Electron. 49(4):319–325 (1980).
D. C. Voukalis, A comparison of known high-rate concatenated codes,Int. J. Electron. 52(2):177–187 (1982).
D. C. Voukalis, A new series of concatenated codes subject to matrix type-B code,IEEE Trans. Inform. Theory 28(3):522–530 (May 1982).
D. C. Voukalis, Error statistics and protocol construction using matrix burst correcting codes,Int. J. Electron. 48(4):337–340 (1980).
W. W. Peterson and E. J. Weldon, Error correcting codes, The Massachusetts Institute of Technology Press, (1972).
N. E. Head, A high-speed data transmission system,General Electric C o J. 30:1–22 (1963).
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Voukalis, D.C. Further remarks for the matrix type-B codes. International Journal of Computer and Information Sciences 13, 309–326 (1984). https://doi.org/10.1007/BF00977835
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DOI: https://doi.org/10.1007/BF00977835