Sensitivity to parameter variations of the regularized recovery algorithm of binary message masked by chaotic process
DOI:
https://doi.org/10.3103/S0735272708080062Abstract
This study analyzes an impact of parameter variations of the recovery algorithm of binary message masked by the Mackay-Glass chaotic process on the quality of its recovery in the presence of noise during observation. The paper presents the numerical results of the probability of correct estimation of the recovered message and admissible variations of the algorithm parameters under conditions of maintaining the specified quality.
References
A. S. Dmitriev, et al., “Chaos Generators in the Integrated-Circuit Form,” Chip News. Engineering Microelectronics, No. 10, 9 (1999).
A. Panas, Y. Tag, and L. Chua, “Experimental Results of Impulsive Synchronization between Two Chua’s Circuits,” Int. J. Bifurcation and Chaos 8, No. 3, 639 (1998).
P. Yu. Kostenko, A. N. Barsukov, and A. V. Antonov, “Chaotic Masking of the Binary Message and Its Recovery without Synchronization and Resistant to the Observation Noise,” in Abs. Proc. 3rd Int. Conf. “Modern Problems of Radio Engineering and Telecommunications RT–2007,” Sevastopol, Ukraine, 16–21 April, 2007 (Sevastopol, 2007), p. 67.
P. Yu. Kostenko, A. N. Barsukov, S. I. Sivashchenko, and K. S. Vasyuta, “Recovery of Binary Message Masked with the Mackay–Glass Chaotic Process by Using the Regularization Method,” in Zbirnyk Naukovykh Prats’ Kharkivs’kogo Universytetu Povitryanykh Syl (Kharkiv, 2007), Vol. 3(15), pp. 37–40.
V. I. Ponomarev and M. D. Prokhorov, “Coding and Extraction of Data Masked with a Chaotic Signal of the System with Delay,” Radiotekh. Elektron. 49, No. 9, 1098 (2004).
V. V. Vasin, “On a Stable Evaluation of Derivative in Space C(–∞, ∞)),” Zh. Vychisl. Matem. i Matem. Fiz. 13, No. 6, 1383 (1973).
