[HTML][HTML] 不变流形演进方向对非双曲型非线性时间序列重影算法的影响分析
张政伟, 张铭, 樊养余 - Artificial Intelligence and Robotics Research, 2016 - hanspub.org
非双曲型非线性系统同宿切面点和同宿横截点的存在, 使得在机器精度内实现其时间序列轨迹重
影变得十分困难. 本文从原理上分析了同宿切面点对轨迹重影算法的影响 …
影变得十分困难. 本文从原理上分析了同宿切面点对轨迹重影算法的影响 …
Approximation and compression of arbitrary time-series based on nonlinear dynamics
MJ Ogorzalek - ISCAS 2001. The 2001 IEEE International …, 2001 - ieeexplore.ieee.org
Given a measured output signal from a nonlinear deterministic process in the form of a time
series we estimate initial conditions in successive time intervals which reproduce in an …
series we estimate initial conditions in successive time intervals which reproduce in an …
New chaos-based encryption scheme for digital sequence
Z Zhengwei, F Yangyu, Z Li - Journal of Systems Engineering …, 2007 - ieeexplore.ieee.org
To enhance the anti-breaking performance of privacy information, this article proposes a
new encryption method utilizing the leaping peculiarity of the periodic orbits of chaos …
new encryption method utilizing the leaping peculiarity of the periodic orbits of chaos …
[PDF][PDF] The Effects of Homoclinic Tangencies and Homoclinic Intersections on Shadowing Algorithm for Series of Non-Hyperbolic Nonlinear Systems
Z Zhang, M Zhang, Y Fan - 2016 - pdf.hanspub.org
The presence of homoclinic tangencies and homoclinic intersections makes it very difficult,
sometimes even impossible, to shadow the trajectory of the non-hyperbolic nonlinear …
sometimes even impossible, to shadow the trajectory of the non-hyperbolic nonlinear …
Chaos‐Based Signal Processing
MJ Ogorzałek - AIP Conference Proceedings, 2002 - pubs.aip.org
Nonlinear systems exhibiting chaotic behavior can be considered as a source of a great
variety of signals. Given a time series measured from a known or an unknown dynamical …
variety of signals. Given a time series measured from a known or an unknown dynamical …
Using Nonlinear Dynamics and Chaos to Solve Signal Processing Tasks
MJ Ogorzałek - Chaos In Circuits And Systems, 2002 - World Scientific
Nonlinear and possibly chaotic dynamical systems are a source of a very wide range of
signals that could be used for solving a variety of signal processing tasks. Given a time …
signals that could be used for solving a variety of signal processing tasks. Given a time …