The Reed–Solomon codes can correct a corrupted symbol with a single bit error just as easily as it can correct a symbol with all bits wrong. This makes the RS codes particularly suitable for correcting burst errors. By far, the most common application of RS codes is in compact discs.
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Keywords · Parity Check · Cyclic Code · Optimal Code · Code Matrix · Phase Burst. These keywords were added by machine and not by the authors. This process is ...
Codes that Correct Two-Dimensional Burst Errors. The recurring equations in this case are the following: ~,~, ~d~ = ~.'~(L_~)~d) + N~(b~, ~)~~. ,.(d - ") * 2 ...
Abstract. This paper presents a class of integer codes that are suitable for use in various optical networks. The presented codes are generated with the ...
Abstract: We consider two-dimensional error-correcting codes capable of correcting unrestricted bursts of size b. We construct optimal 2-burst-correcting codes ...
These codes can be used to determine the patterns of burst errors. Two-dimensional burst correcting codes can be easily constructed from burst identification ...
We consider two-dimensional error- correcting codes capable of correcting unrestricted bursts of size b. We construct optimal 2-burst- correcting codes in ...
Oct 22, 2024 · We present constructions of cyclic two-dimensional array codes correcting phased and arbitrary rectangular burst errors; their encoding and ...
Jul 10, 2019 · We construct native binary 2D binary cyclic codes capable of correcting multiple occurrences of multiple non-overlapping pre-defined 2D ...
Aug 6, 2024 · Abstract. In this paper, we explore constructions for codes that correct two bursts of deletions, with each burst having length exactly.
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