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Flows of Continuous-Time Dynamical Systems with No Periodic Orbit as an Equivalence Class under Topological Conjugacy Relation

机译：拓扑共轭关系下没有周期轨道的等价类连续时间动力系统的流

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Tahir Ahmad; Tan L. Ken;
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年度 2011
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1. Flows of Continuous-Time Dynamical Systems with No Periodic Orbit as an Equivalence Class under Topological Conjugacy Relation | Science Publications [J] . Tahir Ahmad, Tan L. Ken Journal of Mathematics and Statistics . 2011,第3期

机译：拓扑共轭关系的无周期性等价类连续时间动力系统的流动科学出版物
2. Detecting unstable periodic orbits in chaotic continuous-time dynamical systems - art. no. 026214 [J] . Pingel D., Diakonos FK., Schmelcher P. Physical review, E. Statistical physics, plasmas, fluids, and related interdisciplinary topics . 2001,第2aPta2期

机译：在混沌连续时间动力系统中检测不稳定的周期性轨道-艺术没有。 026214
3. Affable equivalence relations and orbit structure of Cantor dynamical systems [J] . Thierry Giordano, Ian Putnam, Christian Skau Ergodic Theory and Dynamical Systems . 2004,第2期

机译：Cantor动力学系统的适切等价关系和轨道结构
4. Periodic orbits and chaos in a class of discrete dynamic systems [C] . Zhang Yongdong, Liu Shutang, Liu Yongqing Intelligent Control and Automation, 2000. Proceedings of the 3rd World Congress on . 2000

机译：一类离散动力系统的周期轨道与混沌
5. Symbolic dynamics for geodesic flows, hyperbolic measures and periodic orbits. [D] . Ugarcovici, Ilie D. 2004

机译：测地流，双曲线测度和周期轨道的符号动力学。
6. Convergence Time towards Periodic Orbits in Discrete Dynamical Systems [O] . Jesús San Martín, Mason A. Porter -1

机译：离散动力系统中周期轨道的收敛时间
7. Flows of continuous-time dymical systems with no periodic orbit as an equivalence class under topological conjugacy relation [O] . Ahmad Tahir, Tan L. Ken 2011

机译：拓扑共轭关系下没有周期性轨道的连续时间动态系统的等价类
8. Dynamical and Stability Characteristics of a Class of Periodic Symmetric Horseshoe Shaped Orbits in the Jupiter-Sun Restricted Three Body Problem [R] . Schanzle, A. F. 1965

机译：木星 - 太阳限制三体问题中一类周期对称马蹄形轨道的动力学和稳定性特征

Flows of Continuous-Time Dynamical Systems with No Periodic Orbit as an Equivalence Class under Topological Conjugacy Relation

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