Reed-Solomon error correction

Reed-Solomon error correction is the primary system used to retain data integrity.

Par1 used Reed-Solomon error correction to create new recovery files.

Reed-Solomon error correction is an error-correcting code.

The Vandermonde matrix is used in some forms of Reed-Solomon error correction codes.

It uses the Reed-Solomon error correction algorithm internally to create the error correcting information.

Fountain code provides the same level of protection as Reed-Solomon error correction but with more data protection and higher efficiencies.

This information is protected with a strong Reed-Solomon error correction code, allowing it to be read even if a portion of the symbol is damaged.

Using a variation of Reed-Solomon error correction, it can reconstruct a file using only three of the original ten nodes.

Turbo codes have not yet been concatenated with solid (low complexity) Reed-Solomon error correction codes.

PDF417 uses Reed-Solomon error correction.

When optional Reed-Solomon error correction data are included, the packet can stretch an extra 16 bytes to 204 bytes total.

QFS meets it with Reed-Solomon error correction.

Codewords are 8 bits long and use the Reed-Solomon error correction algorithm with four error correction levels.

A Reed-Solomon error correction code adds redundant correction codes and allows reliable reception during moderate data loss.

Error detection and correction is made by both a convolutional code and Reed-Solomon error correction.

This format also includes a space character and twelve bars for Reed-Solomon error correction for a total count of forty nine bars.

The datastream is processed using a Reed-Solomon error correction, then convolution encoded, interleaved, and padded with unique synchronization words.

Modern drives make extensive use of error correction codes (ECCs), particularly Reed-Solomon error correction.

One is an outer Reed-Solomon error correction code which corrects defective bytes after decoding the outer convolutional code in the receiver.

Berlekamp is one of the inventors of the Welch-Berlekamp and Berlekamp-Massey algorithms, which are used to implement Reed-Solomon error correction.

Reception quality is also more robust on DAB+ than on DAB due to the addition of Reed-Solomon error correction coding.

Reed-Solomon error correction is also used in parchive files which are commonly posted accompanying multimedia files on USENET.

It does not include any fields for space characters, but it does include twelve bars for Reed-Solomon error correction for a total count of fifty two bars.

This code also uses a Reed-Solomon error correction technique, so that in case a particular piece of mail is mishandled, the information encoded in the barcode can still be correctly decoded.

The coding used for US military ELF transmissions employed a 64-symbol Reed-Solomon error correction code, meaning that the alphabet had 64 symbols, each represented by a very long pseudo-random sequence.