Communications in Nonlinear Science and Numerical Simulation, ( ISI ), No (13), Year (2008-3) , Pages (763-781)

Title : An application of Chen system for secure chaotic communication based on extended Kalman filter and m ( An application of Chen system for secure chaotic communication based on extended Kalman filter and multi-shift cipher algorithm )

Authors: , - - , Hossein Khoshbin Ghomash ,

Citation: BibTeX | EndNote

In recent years chaotic secure communication and chaos synchronization have received ever increasing attention. In this paper a chaotic communication method using extended Kalman filter is presented. The chaotic synchronization is implemented by EKF design in the presence of channel additive noise and processing noise. Encoding chaotic communication is used to achieve a satisfactory, typical secure communication scheme. In the proposed system, a multi-shift cipher algorithm is also used to enhance the security and the key cipher is chosen as one of the chaos states. The key estimate is employed to recover the primary data. To illustrate the effectiveness of the proposed scheme, a numerical example based on Chen dynamical system is presented and the results are compared to two other chaotic systems.

Keywords

, Chaotic cryptosystems; Security; n, Shift cipher; Chaotic masking; Encryption; Extended Kalman filter; Chaos
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@article{paperid:203475,
author = {, and -, - and Khoshbin Ghomash, Hossein},
title = {An application of Chen system for secure chaotic communication based on extended Kalman filter and m},
journal = {Communications in Nonlinear Science and Numerical Simulation},
year = {2008},
number = {13},
month = {March},
issn = {1007-5704},
pages = {763--781},
numpages = {18},
keywords = {Chaotic cryptosystems; Security; n-Shift cipher; Chaotic masking; Encryption; Extended Kalman filter; Chaos states; Synchronization},
}

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%0 Journal Article
%T An application of Chen system for secure chaotic communication based on extended Kalman filter and m
%A ,
%A -, -
%A Khoshbin Ghomash, Hossein
%J Communications in Nonlinear Science and Numerical Simulation
%@ 1007-5704
%D 2008

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