A Global Condition for Quasi-random Behavior in a Class of Conservative Systems

  • B Buuoni, E S Er E Y
  • Published 1996

Abstract

As shown by Devaney, an autonomous Hamiltonian system in dimension 4, with an orbit homoclinic to a saddle-focus equilibrium, admits a chaotic behavior as soon as the homoclinic orbit is the transverse intersection of the stable and unstable manifolds. In this paper we deal with two classes of \saddle-focus" systems: Lagrangian systems deened on a 2… (More)

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Cite this paper

@inproceedings{Buuoni1996AGC, title={A Global Condition for Quasi-random Behavior in a Class of Conservative Systems}, author={B Buuoni and E S Er E Y}, year={1996} }