Decoding of Reed Solomon Codes beyond the Error|Correction ...

Decoding of Reed Solomon Codes beyond the Error-Correction ...

This is the first efficient (ie, polynomial time bounded) algorithm which provides error recovery capability beyond the error-correction bound of a code.

Decoding of Reed Solomon codes beyond the error-correction bound.

This immediately provides a maximum likelihood decoding algorithm for Reed Solomon Codes, which works in a setting with a larger number of errors than any ...

Decoding Reed Solomon Codes beyond the Error-Correction ...

35th Annual Allerton Conference on Communication, Control and Computing,. 1997. Decoding Reed Solomon Codes beyond the. Error-Correction Diameter. MaDhU SUDaN.

Decoding of Reed Solomon Codes beyond the Error-Correction ...

Decoding of Reed Solomon Codes beyond the Error-. Correction Bound. Madhu Sudan*. IBM Thomas J. Watson Research Center, P.O. Box 218, Yorktown Heights, New ...

Decoding of Reed Solomon Codes Beyond the Error-Correction ...

The running time is bounded by a polynomial in n. This immediately provides a maximum likelihood decoding algorithm for Reed Solomon Codes, which works in a ...

Decoding of Reed Solomon Codes beyond the Error-Correction ...

To the best of the knowledge, this is the first efficient (i.e., polynomial time bounded) algorithm which provides error recovery capability beyond the ...

fast, robust, beyond-bound error correction for DRAM - arXiv

Abstract:Generalized Reed-Solomon (RS) codes are a common choice for efficient, reliable error correction in memory and communications systems.

Decoding of Reed Solomon codes beyond the error-correction bound

Decoding of Reed Solomon codes beyond the error-correction bound for Journal of Complexity by Madhu Sudan.

Decoding Reed-Solomon codes beyond the bound in bursty error ...

Decoding Reed-Solomon codes beyond the bound in bursty error environment ... Access Conditions The author retains rights to his/her dissertation, thesis or other ...

Why error-only decoding has high miscorrection rate for small parity?

miscorrection for error-only decoding comes from computing the wrong error locations. Yes. For example, consider an RS code with 6 parities, ...

Decoding Interleaved Reed–Solomon Codes Beyond their ... - Uni Ulm

This approach increases the error correcting capability of IRS codes compared to other known approaches (e.g. joint decoding) with high probability. It is a ...

Decoding of Reed-Solomon codes for additive cost functions

Abstract: Efficient list decoding of Reed-Solomon codes beyond their error-correction radius has been studied in a number of recent papers.

Decoding interleaved Reed–Solomon codes beyond their joint error ...

A new probabilistic decoding algorithm for low-rate interleaved Reed–Solomon (IRS) codes is presented. This approach increases the error ...

Reed–Solomon error correction - Wikipedia

Reed–Solomon codes are able to detect and correct multiple symbol errors. By adding t = n − k check symbols to the data, a Reed–Solomon code can detect (but not ...

Reed-Solomon (RS) code | Error Correction Zoo

It was later shown that generic RS codes achieve list-decoding capacity [22]. A modification of the Guruswami-Sudan algorithm by Koetter and Vardy is used for ...

lec 19 Reed-Solomon Error-Correcting Codes - YouTube

Error-correcting codes, Reed-Solomon error-correcting codes.

Decoding Reed-Solomon Codes Beyond Half the Minimum ...

Decoding Reed-Solomon Codes Beyond Half the Minimum Distance using Shift-Register Synthesis ; Article #: ; Date of Conference: 09-14 July 2006 ; Date Added to IEEE ...

Combinatorial list-decoding of Reed-Solomon codes beyond the ...

List-decoding of Reed-Solomon (RS) codes beyond the so called Johnson radius has been one of the main open questions in coding theory and ...

Reed solomon error correction and false positives - Stack Overflow

mis-correction below error correction ability. This would indicate a bug in the code. A RS decoder should never fail if there are less than ...

Decoding of reed‐solomon codes beyond the bch bound using ...

the proposed algorithm requires O(2v - 1n2vlog n) arithmetic operations for decoding t + v errors with a t-error-correcting RS codes with length n and a design ...