L-codes in the system of residual classes
Keywords:
number system, the system of residual classes, error correction, the computer system, nonpositional code structure
Abstract
The method for correcting data errors in the residual class system, by applying the corrective properties of L-codes were developed in the article, which one are formed by using reciprocals pairwise not simple bases. This method allows you to extend the class of correctable errors, which expands the correcting possibilities of L-codes. The examples of the operation of correction were given, and features of the device to detect data errors were described.Downloads
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References
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Karpenko O. Discrete Signals with Multi-Level Correlation Function / O. Karpenko, A. Kuznetsov, V. Sai, Yu. Stasev // Telecommunications and Radio Engineering. – 2012. – Vol. 71. – Issue 1. – P. 91–98.
Stasev Yu.V. Formation of pseudorandom sequences with improved autocorrelation properties / Yu.V. Stasev, A.A. Kuznetsov, A.M. Nosik // Cybernetics and Systems Analysis. – 2007. – Vol.43. – Issue 1. – P. 1–11.
Kuznetsov A.A. The statistical analysis of a network traffic for the intrusion detection and prevention systems / A.A. Kuznetsov, A.A. Smirnov, D.A. Danilenko, A. Berezovsky // Telecommunications and Radio Engineering. – 2015. – Vol. 74. – Issue 1. – P. 61–78.
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Published
2017-09-26
Cited
How to Cite
Краснобаев, В., Кошман, С., & Янко, А. (2017). L-codes in the system of residual classes. Computer Science and Cybersecurity, (2), 4-17. Retrieved from https://periodicals.karazin.ua/cscs/article/view/8717
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