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Journal of dynamical and control systems, 2019
A new geometric criterion is derived for the existence of chaos in continuous-time autonomous systems in three-dimensional Euclidean spaces, where a type of Smale horseshoe in a subshift of finite type exists, but the intersection of stable and unstable ...
Xu Zhang, Guanrong Chen
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A new geometric criterion is derived for the existence of chaos in continuous-time autonomous systems in three-dimensional Euclidean spaces, where a type of Smale horseshoe in a subshift of finite type exists, but the intersection of stable and unstable ...
Xu Zhang, Guanrong Chen
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Stability of Multi-Degree of Freedom Stochastic Nonlinear Systems
Nonlinear Dynamics and Controls, 1996Melnikov’s method for finding necessary conditions for homoclinic chaos is extended to a class of stochastically forced multi-degree of freedom nonlinear systems.
T. Whalen
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Homoclinic bifurcation in a quasiperiodically excited impact inverted pendulum
Nonlinear dynamics, 2015Junming Gao, Zheng-Dong Du
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Symbolic Dynamics Near a Transversal Homoclinic Orbit of a System of Ordinary Differential Equations
, 2000K. Palmer
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Intersection of separatrices and the non-integrability of multidimensional systems
, 2000S A Dovbysh
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Melnikov's criteria and chaos in systems with fractional order deflection
, 2009L. Cvetićanin, M. Zukovic
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Separatrices splitting for Birkhoff's billiard in symmetric convex domain, closed to an ellipse.
Chaos, 1994M. B. Tabanov
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