AbstractWe use a topological technique based on covering relations to prove the existence of chaotic orbits for certain Hamiltonian systems with several degrees of freedom. This paper relies on an earlier work of Zgliczyński and Gidea
The purpose of this thesis is to study instability properties of near-integrable Hamiltoniens system...
The purpose of this thesis is to study instability properties of near-integrable Hamiltoniens system...
The purpose of this thesis is to study instability properties of near-integrable Hamiltoniens system...
AbstractWe use a topological technique based on covering relations to prove the existence of chaotic...
AbstractWe consider transition tori of Arnold which have topologically crossing heteroclinic connect...
AbstractWe present a topological technique for analyzing dynamical systems with complex behavior, ba...
AbstractThis paper presents a geometric analysis of bifurcations leading to chaos for Hamiltonian sy...
We use topological methods to investigate some recently proposed mechanisms of instability (Arnol\u2...
We use topological methods to investigate some recently proposed mechanisms of instability (Arnol\u2...
We use topological methods to investigate some recently proposed mechanisms of instability (Arnol\u2...
We use topological methods to investigate some recently proposed mechanisms of instability (Arnol\u2...
AbstractA geometric criterion for the existence of chaotic trajectories of a reversible Hamiltonian ...
We show that shooting methods for homoclinic or heteroclinic orbits in dynamical systems may automat...
The purpose of this thesis is to study instability properties of near-integrable Hamiltoniens system...
The purpose of this thesis is to study instability properties of near-integrable Hamiltoniens system...
The purpose of this thesis is to study instability properties of near-integrable Hamiltoniens system...
The purpose of this thesis is to study instability properties of near-integrable Hamiltoniens system...
The purpose of this thesis is to study instability properties of near-integrable Hamiltoniens system...
AbstractWe use a topological technique based on covering relations to prove the existence of chaotic...
AbstractWe consider transition tori of Arnold which have topologically crossing heteroclinic connect...
AbstractWe present a topological technique for analyzing dynamical systems with complex behavior, ba...
AbstractThis paper presents a geometric analysis of bifurcations leading to chaos for Hamiltonian sy...
We use topological methods to investigate some recently proposed mechanisms of instability (Arnol\u2...
We use topological methods to investigate some recently proposed mechanisms of instability (Arnol\u2...
We use topological methods to investigate some recently proposed mechanisms of instability (Arnol\u2...
We use topological methods to investigate some recently proposed mechanisms of instability (Arnol\u2...
AbstractA geometric criterion for the existence of chaotic trajectories of a reversible Hamiltonian ...
We show that shooting methods for homoclinic or heteroclinic orbits in dynamical systems may automat...
The purpose of this thesis is to study instability properties of near-integrable Hamiltoniens system...
The purpose of this thesis is to study instability properties of near-integrable Hamiltoniens system...
The purpose of this thesis is to study instability properties of near-integrable Hamiltoniens system...
The purpose of this thesis is to study instability properties of near-integrable Hamiltoniens system...
The purpose of this thesis is to study instability properties of near-integrable Hamiltoniens system...
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