In (Adbel-Ghaffar et al., 1986) it is shown that for each integer b1 infinitely many optimum cyclic b-burst correcting codes exist. In the first part of this correspondence the parameters of all optimum cyclic four- and five-burst-correcting codes are given explicitly. Tables are included. In (van Tilborg, 1993) a very brief indication of the decoding of optimum cyclic burst-correcting codes is given. In the second part of this correspondence the decoding algorithm is analyzed in further detail. It turns out that the bulk of the decoding steps can be performed completely in parallel
This paper is a study of a large class of cyclic and shortened cyclic binary codes for multiple rand...
There are several kinds of burst errors for which error detecting and error correcting codes have be...
Abstract—Perfect deletion-correcting codes of the same length over the same alphabet can have differ...
In (Adbel-Ghaffar et al., 1986) it is shown that for each integer b1 infinitely many optimum cyclic ...
AbstractIn (Adbel-Ghaffar et al., 1986) it is shown that for each integer b⩾1 infinitely many optimu...
It is shown that for each integerb geq 1infinitely many optimum cyclicb-burst-correcting codes exist...
Two new computationally efficient algorithms are developed for finding the exact burst-correcting li...
Considerable attention has been devoted in the literature to the possible use of ƒ(X) = (Xp + 1)(Xq ...
A class of cyclic product codes capable of correcting multiple-burst errors is studied. A code of di...
Abstract—In this paper, two upper bounds on the achievable code rate of linear block codes for multi...
Two results on the correction of multiple bursts of errors are presented. In Section II, a theorem i...
Error-correcting codes with n binary digits per code word are considered, in which the distances are...
In a previous paper Hsu (1971), it was pointed out that the shortened cyclic codes generated by g(x)...
Hsu–Kasami–Chien (HKC) are a class of cyclic codes that can correct either burst or random errors. T...
The well-known approach of Bose, Ray-Chaudhuri, and Hocquenghem and its generalization by Hartmann a...
This paper is a study of a large class of cyclic and shortened cyclic binary codes for multiple rand...
There are several kinds of burst errors for which error detecting and error correcting codes have be...
Abstract—Perfect deletion-correcting codes of the same length over the same alphabet can have differ...
In (Adbel-Ghaffar et al., 1986) it is shown that for each integer b1 infinitely many optimum cyclic ...
AbstractIn (Adbel-Ghaffar et al., 1986) it is shown that for each integer b⩾1 infinitely many optimu...
It is shown that for each integerb geq 1infinitely many optimum cyclicb-burst-correcting codes exist...
Two new computationally efficient algorithms are developed for finding the exact burst-correcting li...
Considerable attention has been devoted in the literature to the possible use of ƒ(X) = (Xp + 1)(Xq ...
A class of cyclic product codes capable of correcting multiple-burst errors is studied. A code of di...
Abstract—In this paper, two upper bounds on the achievable code rate of linear block codes for multi...
Two results on the correction of multiple bursts of errors are presented. In Section II, a theorem i...
Error-correcting codes with n binary digits per code word are considered, in which the distances are...
In a previous paper Hsu (1971), it was pointed out that the shortened cyclic codes generated by g(x)...
Hsu–Kasami–Chien (HKC) are a class of cyclic codes that can correct either burst or random errors. T...
The well-known approach of Bose, Ray-Chaudhuri, and Hocquenghem and its generalization by Hartmann a...
This paper is a study of a large class of cyclic and shortened cyclic binary codes for multiple rand...
There are several kinds of burst errors for which error detecting and error correcting codes have be...
Abstract—Perfect deletion-correcting codes of the same length over the same alphabet can have differ...