On discute et clarifie quelques questions liées à la généralisation du théorème de Bernard
sur l'invariance symplectique des ensembles d'Aubry, de Mather et de Mañé aux cas de …

We study the dynamics of magnetic flows on Heisenberg groups, investigating the extent to
which properties of the underlying Riemannian geometry are reflected in the magnetic flow …

In this paper we study the minimal measures for positive definite Lagrangian systems on
compact manifolds. We are particularly interested in manifolds with more complicated …

ON JOHN MATHER’S SEMINAL CONTRIBUTIONS IN HAMILTONIAN DYNAMICS John N.
Mather was undoubtedly one of the most influential math Page 1 METHODS AND …

In this article we describe how the celebrated result by Lions, Papanicolau and Varadhan on
the Homogenization of Hamilton-Jacobi equation can be extended beyond the Euclidean …

Since the celebrated work by Lions, Papanicolaou and Varadhan in 1980's, there has been
a considerable attention to the homogenization problem for Hamilton-Jacobi equation …