Forthcoming and Online First Articles

International Journal of Information and Coding Theory

International Journal of Information and Coding Theory (IJICoT)

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International Journal of Information and Coding Theory (2 papers in press)

Regular Issues

  • Third-Party Cyclic Code Reconstruction over Binary Erasure Channel   Order a copy of this article
    by Arti Yardi 
    Abstract: We consider a setup where Alice is transmitting channel coded messages to\r\nBob and intruder Willie is snooping over this communication. Willie does not know the channel code that Alice is using and wishes to identify it\r\nin order to decode the intercepted messages. This problem is termed as blind reconstruction of channel codes and has possible applications in cognitive radios and military. In this work, we consider the situation when Willie knows that Alice\'s channel code belongs to the family of binary cyclic codes and the underlying communication channel is the binary erasure channel. We further nsider the situation when the location of codeword boundaries, termed as synchronization of the codeword sequence, is also not known. We present an algorithm to identify the parameters of the unknown channel code corresponding to the given data.The key step in our algorithm consists of distinguishing between the two situations when all of the assumed parameters are correct and when either of the parameter is incorrect. As part of analysis, we present a lower bound on probability of correctly distinguishing between these two situations.
    Keywords: Cyclic codes; Linear block codes; Blind reconstruction of channel codes; Covert communication.

  • A New Burst Error Correcting method for Reed-Solomon Codes Based on Composite Parity-Check Matrices   Order a copy of this article
    by Song Chol Pak 
    Abstract: This paper presents the construction method of composite parity-check (CPC) matrices and a new burst error correcting method for (n, k) Reed-Solomon (RS) codes based on CPC matrices. The proposed method is capable of finding burst error locations by only locations of symbol 0s of syndromes computed by CPC? matrices and evaluating the corresponding error magnitudes using CPC matrices. rnThe simulation results show that the proposed method can correct burst errors for the codes with the rate less than about 0.75 with lower complexity and correct burst errors of length up to n-k-1 and burst erasures of length up to n-k.rn
    Keywords: Burst error; Composite Parity-check (CPC) matrix; Longest zero span; Reed-Solomon (RS) codes.