Search of an information message in noisy code blocks at repeated data transmission | Applied Discrete Mathematics. Supplement. 2016. № 9.

Search of an information message in noisy code blocks at repeated data transmission

The security model using the method of code noising is considered. It is assumed that the information blocks of length k contain a fixed message m of length l ^ k on a fixed position q, 1 ^ q ^ k - l + 1, and an observer gets noisy codewords of length n through a binary symmetric channel with error probability (1 - A)/2, 0 < A ^ 1. The aim of the observer is to find the unknown message m, when position q is unknown, and the length l is known. We propose a method for finding m and obtain an estimate for a sufficient number of observed codewords needed to recover the message m in this way.

Download file
Counter downloads: 181

Keywords

code noising, repeated data transmission, кодовое зашумление, многократная передача данных

Authors

NameOrganizationE-mail
Kosolapov Y. V.South Federal Universityitaim@mail.ru
Turchenko O. Y.South Federal Universityolegmmcs@gmail.com
Всего: 2

References

Wyner A. D. The wire-tap channel // Bell Sys. Tech. J. 1975. V. 54. P. 1355-1387.
Коржик В. И., Яковлев В. А. Неасимптотические оценки эффективности кодового зашум-ления одного канала // Пробл. передачи информ. 1981. Т. 17. №4 С. 11-18.
Иванов В. А. Статистические методы оценки эффективности кодового зашумления // Труды по дискретной математике. 2002. Т. 6. С. 48-63.
Chabot C. Recognition of a code in a noisy environment // Proc. IEEE ISIT, June 2007. P. 2211-2215.
Yardi A.D. and Vijayakumaran S. Detecting linear block codes in noise using the GLRT // Proc. IEEE Intern. Conf. Communications (ICC), Budapest, Hungary, June 9-13, 2013. P. 4895-4899.
 Search of an information message in noisy code blocks at repeated data transmission | Applied Discrete Mathematics. Supplement. 2016. № 9.

Search of an information message in noisy code blocks at repeated data transmission | Applied Discrete Mathematics. Supplement. 2016. № 9.

Download full-text version
Counter downloads: 1385