ON A NOVEL HIGH-DIMENSIONAL AUTONOMOUS SYSTEM WITH MULRIPLE TRANSFORMABLE LYAPUNOV EXPONENTS
One high-dimensional chaotic system based on Multivariable Linkage Function (MvLF) is brought forward within the passage, which possesses mulriple transformable Lyapunov exponents (Les) and the plenitudinous capacity to actualize diverse chaotic, hyperchaotic systems, or both. Not only does it have much more security than the former similar ones, but its expansibility and physical simplicity in modeling and applications also excel others. The passage carried out relevant analysis on the eigenvalue problem of the system Jacobian matrix and their Lyapunov exponent spectrum, which finally led to two general conclusions for the cases under investigation. Simulations and analysis prove that the proposed system has theoretical importance and practical advantages in security & engineering domains of information science and technologies, e.g., chaotic communication, digital cryptology, etc.
Multivariable Linkage Function Jacobian Matrix Lyapunov Exponent spectrum Eigenvalue Hyperchaos
Binhua Tang Li He Zhi Yang
Dept. of Electronics Engineering, Jiangsu University of Science & Technology Dept. of Electronics & Telecommunication, Sun Yat-sen University
国际会议
5th International Conference on e-Engineering & Digital Enterprise Technology(第5届e工程及数字企业国际学术会议)
贵阳
英文
296-299
2006-08-16（万方平台首次上网日期，不代表论文的发表时间）