AbstractWe consider several Hamiltonian systems for which the existence of Arnold's mechanism for diffusion (whiskered tori, transition ladder, etc.) has been proven. By means of Mather theory we show that the diffusion time may be bounded by a power of the homoclinic splitting
Cornerstone models of physics, from the semi-classical mechanics in atomic and molecular physics to ...
. Interacting systems consisting of two rotators and a point mass near a hyperbolic fixed point are ...
In this lecture series, we present our results on using variational method to study Arnold diffusion...
We consider several Hamiltonian systems for which the existence of Arnold's mechanism for diffusion ...
AbstractWe consider several Hamiltonian systems for which the existence of Arnold's mechanism for di...
This paper gives a short presentation of recent results by Berti and P. Bolle concerning Arnold diff...
We consider the problem of Arnold’s diffusion for nearly integrable isochronous Hamiltonian systems....
We consider a system of infinitely many penduli on an m-dimensional lattice with a weak coupling. Fo...
We consider the problem of Arnold Diffusion for nearly integrable partially isochronous Hamiltonian ...
We prove upper and lower bounds on the splitting for a class of a-priori stable Hamiltonian systems,...
We prove upper and lower bounds on the splitting for a class of a-priori stable Hamiltonian systems,...
A detailed numerical study is presented of the slow diffusion (Arnold diffusion) taking place around...
AbstractWe consider nonisochronous, nearly integrable, a priori unstable Hamiltonian systems with a ...
We consider nonisochronous, nearly integrable, a priori unstable Hamiltonian systems with a (trigono...
La diffusion d'Arnold pour les systèmes hamiltoniens presque intégrables H (q, p) = H0 (p) + μh (q, ...
Cornerstone models of physics, from the semi-classical mechanics in atomic and molecular physics to ...
. Interacting systems consisting of two rotators and a point mass near a hyperbolic fixed point are ...
In this lecture series, we present our results on using variational method to study Arnold diffusion...
We consider several Hamiltonian systems for which the existence of Arnold's mechanism for diffusion ...
AbstractWe consider several Hamiltonian systems for which the existence of Arnold's mechanism for di...
This paper gives a short presentation of recent results by Berti and P. Bolle concerning Arnold diff...
We consider the problem of Arnold’s diffusion for nearly integrable isochronous Hamiltonian systems....
We consider a system of infinitely many penduli on an m-dimensional lattice with a weak coupling. Fo...
We consider the problem of Arnold Diffusion for nearly integrable partially isochronous Hamiltonian ...
We prove upper and lower bounds on the splitting for a class of a-priori stable Hamiltonian systems,...
We prove upper and lower bounds on the splitting for a class of a-priori stable Hamiltonian systems,...
A detailed numerical study is presented of the slow diffusion (Arnold diffusion) taking place around...
AbstractWe consider nonisochronous, nearly integrable, a priori unstable Hamiltonian systems with a ...
We consider nonisochronous, nearly integrable, a priori unstable Hamiltonian systems with a (trigono...
La diffusion d'Arnold pour les systèmes hamiltoniens presque intégrables H (q, p) = H0 (p) + μh (q, ...
Cornerstone models of physics, from the semi-classical mechanics in atomic and molecular physics to ...
. Interacting systems consisting of two rotators and a point mass near a hyperbolic fixed point are ...
In this lecture series, we present our results on using variational method to study Arnold diffusion...
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