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2019 | 123 | 76-86
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On Detection and Correction of 2-Repeated Solid Burst Errors

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In modern age, coding theory has found widespread theoretical and practical applications in the areas ranging from communication systems to digital data transmission to modern medical science, to space communication. In different types of channels, nature of errors is also different. There are various channels in which errors occur in the form of bursts. In some particular channels, within a burst, all the digits are corrupted. Such type of errors is called ‘solid burst errors’. In this paper we introduce ‘2-repeated solid burst error’ and obtain results regarding the codes detecting and correcting such errors.
Physical description
  • Department of Applied Sciences, KIET Group of Institutions, Muradnagar, India
  • [1] Argyrides, C.A., Reviriego, P., Pradhan, D.K. and Maestro, J.A. (2010). Matrix-based codes for adjacent error correction. IEEE Transactions on Nuclear Science. 57(4), 2106-2111
  • [2] Arlat, J. and Carter, W.C. (1984). Implementation and evaluation of a (b, k) - adjacent error-correcting/detecting scheme for supercomputer systems. IBM J. Res. Develop. 28(2), 159-169
  • [3] Berardi, L., Dass, B.K. and Verma R. (2009). On 2-repeated burst error detecting code. Journal of Statistical Theory and Practice 3, 381-391
  • [4] Bossen, D.C. (1970). b-adjacent error correction. IBM Journal of Research and Development 14(4), 402-408
  • [5] Bridwell, J.D. and Wolf, J.K. (1970). Burst distance and multiple- burst correction. Bell Syst. Tech. J. 49, 889-909
  • [6] Chien, R.T. and Tang, D.T. (1965). On definitions of a burst. IBM Journal of Research and Development. 9(4), 229-293
  • [7] Das, P.K. (2012). Codes detecting and correcting solid burst errors. Bulletin of Electrical Engineering and Informatics 1(3), 225-232
  • [8] Etzion, T. (1992). Optimal codes for correcting single errors and detecting adjacent errors. IEEE Trans. Inform. Theory 38, 1357-1360
  • [9] Fire, P. (1959). A class of multiple-error-correcting binary codes for non-independent errors. Sylvania Report RSL-E-2, Sylvania Reconnaissance System Laboratory, Mountain View Calif.
  • [10] Jensen, D.W. (2003). Block code to efficiently correct adjacent data and/or check bit errors. Patent no: US 6604222 B1, Date of Patent Aug. 5, (
  • [11] Peterson, W.W. and Weldon, Jr. E.J. (1972). Error-Correcting Codes. 2nd Edition. The MIT Press, Mass.
  • [12] Regier, S.H. (1960). Codes for Correction of clustered errors. IRE Trans. Inform, Theory. 6, 16-21
  • [13] Schillinger, A.G. (1964). A class of solid burst error correcting codes. Polytechnic Institute of Brooklyn, N.Y., Research Report PIBMRI, April, 1223-1264.
  • [14] Sharma, B.D. and Dass, B.K. (1977). Adjacent error correcting binary perfect codes. J. Cybernetics, 7, 9-13
  • [15] Shiva, S.G.S. and Sheng, C.L. (1969). Multiple solid burst error correcting binary codes. IEEE Trans. Inform. Theory 15, 188-189
  • [16] Stone, J.J. (1961). Multiple Burst Error-Corrections. Information and Control. 4, 324-331
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