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Volume 28 Issue 4
Aug.  2010
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Zhu Can-yan, Zheng Yu-fan. Researching on Performances of an Invertible Nonlinear Chaotic Communication System[J]. Journal of Electronics & Information Technology, 2006, 28(4): 721-727.
Citation: Zhu Can-yan, Zheng Yu-fan. Researching on Performances of an Invertible Nonlinear Chaotic Communication System[J]. Journal of Electronics & Information Technology, 2006, 28(4): 721-727.

Researching on Performances of an Invertible Nonlinear Chaotic Communication System

  • Received Date: 2004-09-27
  • Rev Recd Date: 2005-04-07
  • Publish Date: 2006-04-19
  • All the existing chaotic communication techniques are simply classified into two catalogues,their implementation principles and characteristics are outlined,the corresponding valuable realizing schemes are introduced for comparing their advantages and disadvantages in application. Then a zero dynamical nonlinear invertible communication scheme with chaos driving is proposed. Its performances,such as encryption security,defending ciphertext attack, noise robust,etc. are extensively analysed by simulation. Its necessity to synchronization for application and the way to solve the problem are also discussed.
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  • Abel A, Schwarz W. Chaos communications: principles,schemes,and system analysis. Pr}oc. IEEE,2002,90(5):691一709.[2]Liu Zhong. Tang Jun. Yu Juebang. An application of chaos: generating binary pseudorandom sequences. ISCAS 1988,California. May 31刁une 3. 1998. Vol.l: 1一3.[3]Li Shujun, Chen Guanrong, Zheng Xuan. Chaos-Based Encryption for Digital Images and Videos. edited by Borko Furhtand Darko Kirovski. Hong Kong. CRC Press LLC. 2004. Chap.4.[4]Zhao D. Chen G. Liu W. A chaos-based robust wavelet domain watermarking algorithm. Chaos, Solitons and Fr}actals. 2004, 2247一54.[5]Cuenot J B. Larger L. Goedgebuer J P, et al.. Chaos shift keying with an optoelectronic encryption system using chaos in wavelength. IEEE J of Quantum Electronics,2001,37(7):849一855.[6]Boccaletti S, Kurths J, Osipov G, et al. .The synchronization of chaotic systems. Phys. Repor}tS, 2002, 336: 1一101.[7]Pecora L M, Carroll T L. Synchronization in chaotic system. Phys Rev Lett. 1990, 64(8): 821一824.[8]Aihara K, Katayama R. Chaos engineering in Japan. CommunicationsoftheACM, 1995, 38(11):103一107.[9]Special issue on applications in modern communication systems. IEEETr}ans on CASK 2001,48(12): 1385一1527.[10]Cuomo K M, Oppenheim A V, Strogatz S H. Synchronization of Lorenz-based chaotic circuits with applications to communications.IEEETr}ans. onCASIh 1993, 40(10):626一633.[11]赵耿,郑德玲.保密通信中数字流混沌产生器的同步.电子学报,2002, 30(4):536一539.[12]Parlitz U, Chua L O, Kocarev L, et al. Transmission of digital signals by chaotic synchronization[J].Int. J. of Bifirrroation and Chaos.1992, 2:973-[13]Kennedy M P, Kolumban G Special issue on noncoherent chaotic communications. IEEE Tr}ans. on CAS h 2000, 47(12):1661-1662[14]Kolumban G, Kennedy M P,Chaotic communications with correlator receivers: theory and performance limits. Pr}oc[J].IEEE.2002, 90(5):711-[15]Kolumban G, Vizvari B, Schwarz W, et al.. Differential chaos shift keying: a robust coding for chaotic communication. Proc. NDES'96, Seville, Spain, 1996:87一92.[16]Haykin S. Communication Systems. John WileySons, New York, 3`d edition, 1994, Chap.2[17]Kolumban G, Kis G, Jako Z, et al.. FM-DCSK: a robust modulation scheme for chaotic communications. TF.TCF. Tr}an.r. nn Fundametals. 1998. E81A:1798一1802.[18]Bollt E M. Review of chaos communication by feedback control of symbolic dynamics[J].Int. J of Bifirrroation and Chaos.2003, 13(2):269-[19]Feki M, Robert B, Gelle G, et al. Secure digital communication using discrete-time chaos synchronization. Chaos. Solitons and fraotals. 2003. 18: 881一890.[20]Wu C. Chua L O. an unified framework for synchronization and control of dynamical systems. Int. J of Bifitr}cation and Chaos. 1994, 4(4): 979一989.[21]Zheng Yufan. Chen Cuanrong. Zhu Canyan. A system inversion approach to chaos-based digital secure speech communication. Int J ofBifitr}cation and Chaos, Sept. 2005, 15(3). to be published.[22]Lau F C M, Tse C K. Chaos-Based Digital Communication Systems. Hong Kong: Springer-Verlag. 2003. Chap.3.[23]Alvarez G, Li Shujun. Cryptographic requirements for chaotic secure communications. arXiv:nlin.CD/0311039, 2003, vol.l.[24]Chiaraluce F, Gambi E, Garello R, et al. .Performance of DCSKin multipath environments: a comparison with systems using Gold sequences. IEICE Trans. onFundamentals, 2002, E85A(10) 2354一2363.[25]Yang T, Chua L O. Impulsive control and synchronization of nonlinear dynamical systems and applications to secure communications[J].Int. J of Bifitr}cation and Chaos.1997, 7(3):645-
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