Communication via Chaotic Synchronization Based on Contraction Maps
ZHOU Chang-song, CHEN Tian-lun
Department of Physics, Nankai University, Tianjin 300071
Communication via Chaotic Synchronization Based on Contraction Maps
ZHOU Chang-song;CHEN Tian-lun
Department of Physics, Nankai University, Tianjin 300071
关键词 ：
05.45.+b ,
43.72.+q
Abstract ： A newly proposed method for constructing chaotically synchronizing systems is applied to communication. Several independent information signals can be transmitted at the same time if the chaotic system is a multi-dimensional one. Robustness of the method is investigated.
Key words ：
05.45.+b
43.72.+q
出版日期: 1996-08-01
引用本文:
ZHOU Chang-song;CHEN Tian-lun. Communication via Chaotic Synchronization Based on Contraction Maps[J]. 中国物理快报, 1996, 13(8): 572-575.
链接本文:
https://cpl.iphy.ac.cn/CN/
或
https://cpl.iphy.ac.cn/CN/Y1996/V13/I8/572
[1]
FANG Jin-Qing;YU Xing-Huo. A New Type of Cascading Synchronization for Halo-Chaos and Its Potential for Communication Applications
[2]
He Wei-Zhong;XU Liu-Su;ZOU Feng-Wu. Dynamics of Coupled Quantum--Classical Oscillators
[3]
LÜHua-Ping;WANG Shi-Hong;LI Xiao-Wen;TANG Guo-Ning;KUANG Jin-Yu;YE Wei-Ping;HU Gang;. A Spatiotemporal-Chaos-Based Cryptosystem Taking Advantage of Both Synchronous and Self-Synchronizing Schemes
[4]
YIN Hua-Wei;LU Wei-Ping;WANG Peng-Ye. Determination of Optimal Control Strength of Delayed Feedback Control Using Time Series
[5]
HE Kai-Fen. Hopf Bifurcation in a Nonlinear Wave System
[6]
CHEN Jun;LIU Zeng-Rong. A Method of Controlling Synchronization in Different Systems
[7]
ZHENG Yong-Ai;NIAN Yi-Bei;LIU Zeng-Rong. Impulsive Synchronization of Discrete Chaotic Systems
[8]
FANG Jin-Qing;YU Xing-Huo;CHEN Guan-Rong. Controlling Halo-Chaos via Variable Structure Method
[9]
ZHANG Guang-Cai;ZHANG Hong-Jun;. Control Method of Cooling a Charged Particle Pair in a Paul Trap
[10]
ZHENG Yong-Ai;NIAN Yi-Bei;LIU Zeng-Rong. Impulsive Control for the Stabilization of Discrete Chaotic System
[11]
LI Ke-Ping;CHEN Tian-Lun. Phase Space Prediction Model Based on the Chaotic Attractor
[12]
ZHANG Hai-Yun; HE Kai-Fen. Charged Particle Motion in Temporal Chaotic and Spatiotemporal
Chaotic Fields
[13]
ZHOU Xian-Rong;MENG Jie;;ZHAO En-Guang;. Spectral Statistics in the Cranking Model
[14]
LIN Sheng-Lu;ZHANG Qiu-Ju;ZHAO Ke;SONG Xiao-Hong;ZHANG Yan-Hui. Semiclassical Calculations of Recurrence Spectra for Lithium Atoms in Parallel Electric and Magnetic Fields
[15]
HE Kai-Fen. Time-Averaged Behaviour at the Critical Parameter Point of Transition to Spatiotemporal Chaos
1996, Vol. 13 
