Paper Info
Title
Using discrete-time hyperchaotic-based asymmetric encryption and decryption keys for secure signal transmission
Abstract
In this paper, a framework for the synchronization of two non-identical discrete-time hyperchaotic systems, namely the 3D Baier-Klein and the 3D Hitzel-Zele maps, based on the use of hybrid output feedback concept and aggregation techniques, is employed to design a two-channel secure communication system. New sufficient conditions for synchronization are obtained by the use of Borne and Gentina practical criterion for stabilization study associated to the forced arrow form matrix for system description. The efficiency of the proposed approach to confidentially recover the transmitted message signal is shown via an application to the hyperchaotic Baier-Klein and Hitzel-Zele systems, considered as generators of asymmetric encryption and decryption keys.
Year
DOI
Venue
2014
10.1109/CSNDSP.2014.6923985
Communication Systems, Networks & Digital Signal Processing
Keywords
Field
DocType
cryptography,matrix algebra,signal processing,3D Baier-Klein maqps,3D Hitzel-Zele maps,discrete time hyperchaotic based asymmetric decryption keys,discrete time hyperchaotic based asymmetric encryption keys,forced arrow,hybrid output feedback concept,matrix algebra,non identical discrete time hyperchaotic systems,secure communication system,signal transmission security,system description,transmitted message signal,Asymmetric encryption and decryption keys,Discrete-time hyperchaotic maps,Forced arrow form matrix,Hybrid output feedback,Synchronization
Transmission (telecommunications),Synchronization,Computer science,Communications system,Encryption,Real-time computing,Exponential stability,Discrete time and continuous time,Computer hardware,Public-key cryptography,Secure communication,Distributed computing
Conference
Citations 
PageRank 
References 
1
0.38
6
Authors
3
Name
Order
Citations
PageRank
Sonia Hammami110.72
M. Djemaϊ26916.61
Busawon38222.19