(1, 3) Optimal Linear Codes on Solid Bursts

Pankaj Das; P. K. Das

(1, 3) Optimal Linear Codes on Solid Bursts

Year 2012, Volume: 1 Issue: 4, 106 - 111, 30.12.2012

Abstract

The paper obtains a lower bound on (n=n₁+n₂, k) linear code over GF(q) that corrects all solid burst error of length b₁ or less in the first block of length n₁ and all solid burst error of length b₂ or less in the second block of length n₂. Further, the author studies these codes over GF(2) that are optimal in a specific sense and gives a sufficient condition for the existence of such codes.

Keywords

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Year 2012, Volume: 1 Issue: 4, 106 - 111, 30.12.2012

Pankaj Das P. K. Das

Abstract

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Details

Primary Language	English
Journal Section	Articles
Authors	Pankaj Das This is me P. K. Das This is me
Publication Date	December 30, 2012
Submission Date	January 30, 2016
Published in Issue	Year 2012 Volume: 1 Issue: 4

Cite

IEEE	P. Das and P. K. Das, “(1, 3) Optimal Linear Codes on Solid Bursts”, IJISS, vol. 1, no. 4, pp. 106–111, 2012.