Coding theory | Error detection and correction

Burst error-correcting code

In coding theory, burst error-correcting codes employ methods of correcting burst errors, which are errors that occur in many consecutive bits rather than occurring in bits independently of each other. Many codes have been designed to correct random errors. Sometimes, however, channels may introduce errors which are localized in a short interval. Such errors occur in a burst (called burst errors) because they occur in many consecutive bits. Examples of burst errors can be found extensively in storage mediums. These errors may be due to physical damage such as scratch on a disc or a stroke of lightning in case of wireless channels. They are not independent; they tend to be spatially concentrated. If one bit has an error, it is likely that the adjacent bits could also be corrupted. The methods used to correct random errors are inefficient to correct burst errors. (Wikipedia).

Burst error-correcting code
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Related pages

Hamming weight | Corollary | Coset leader | Cross-interleaved Reed–Solomon coding | Cyclic code | Forward error correction | Coding theory | Irreducible polynomial | Burst error | Division theorem | Linear code | Coset | Code rate | Random error | Reed–Solomon error correction | Error detection and correction | Error-correcting codes with feedback