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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Abstract. Metrics are defined which describe array bursts. Spectra for these metrics, bounds for optimal codes and code constructions are discussed.
a code word from the Fire code [3] correcting one- dimensional bursts of length nl + 2. This code can correct any two-dimensional burst of size 2 • 2 and many ...
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 ...
A new class of codes, called burst identification codes, is defined and studied. These codes can be used to determine the patterns of burst errors.
These codes can be used to determine the patterns of burst errors. Two-dimensional burst correcting codes can be easily constructed from burst identification ...
Aug 6, 2024 · Abstract. In this paper, we explore constructions for codes that correct two bursts of deletions, with each burst having length exactly.
Abstract: We consider two-dimensional error-correcting codes capable of correcting unrestricted bursts of size b. We construct optimal 2-burst-correcting codes ...
Oct 22, 2024 · We construct a class of linear two-dimensional array codes correcting cyclic rectangular b 1 × b 2 burst errors with asymptotic excess ...
PDF | We consider two-dimensional error-correcting codes capable of correcting unrestricted bursts of size b. We construct optimal 2-burst-correcting.