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In this paper we present several constructions to generate codes for correcting a multidimensional cluster-error. The goal is to correct a cluster-error whose shape.
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Feb 24, 2009. We present several methods and constructions to generate binary codes for correction of a multidimensional cluster- error, whose shape can.
ISIT2007, Nice, France, June24-June29, 2007 Error-Correction of Multidimensional Bursts Eitan Yaakobi Department of Computer Science Technion-Israel Institute.
A generalization for D-dimensional code which corrects either D-dimensional error whose shape is a Lee. Error-Correction of Multidimensional Bursts Yaakobi.
In coding theory, burst error-correcting codes employ methods of correcting burst errors, which are errors that occur in many consecutive bits rather than.
Error-correction of multidimensional bursts. Authors: Tuvi Etzion: Department of Computer Science, Technion-Israel Institute of Technology,
Hamming codes are less used now, as better detection and correction algorithms have been devised, like Reed-Solomon codes, which can cope with burst errors rather than the less noisy random errors detected and corrected.
Two-dimensional burst identification codes and. Notes on multidimensional burst-error correction, Error Correction of Multidimensional Bursts Error Correction.
On successive packing approach to multidimensional. Multidimensional interleaving, error burst, become the most common approach to the correction of error bursts.
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We present several methods and constructions to generate binary codes for correction of a multidimensional cluster-error, whose shape can be a box-error, a Lee sphere.
Three-dimensional cyclic array codes over Fq that can correct single three. Yaakobi E.: Error-correction of multidimensional bursts. IEEE Trans. Inf. Theory.
Two-dimensional array codes correcting rectangular burst. – Two-dimensional array codes correcting rectangular burst errors are considered. We give a construction and examples of linear two-dimensional array codes correcting.
We present several methods and constructions to generate binary codes for correction of a multidimensional cluster- error, whose shape can be a box-error,
Error-Correction of Multidimensional Bursts : Tuvi Etzion. – In this paper we present several constructions to generate codes for correcting a multidimensional cluster-error. The goal is to correct a cluster-error whose.
Official Full-Text Paper (PDF): Error-Correction of Multidimensional Bursts
Error-Correction of Multidimensional Bursts. Tuvi Etzion, Fellow, IEEE and Eitan Yaakobi, Student Member, IEEE. Abstract—In this paper we present several.
or it can detect and correct combinations of errors and erasures. Reed–Solomon codes are also suitable as multiple.
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