86 citations · 632 across the 48 of their papers we have counts for
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Classical Nambu brackets in higher dimensions
Cristel Chandre, Atsushi Horikoshi
We consider n-linear Nambu brackets in dimension N higher than n. Starting from a Hamiltonian system with a Poisson bracket and K Casimir invariants defined in the phase space of d…
Numerical computation of critical surfaces for the breakup of invariant tori in Hamiltonian systems
Adrian P. Bustamante, Cristel Chandre
We compute the critical surface for the existence of invariant tori of a family of Hamiltonian systems with two and three degrees of freedom. We use and compare two methods to comp…
Dynamical organization of recollisions by a family of invariant tori
Jonathan Dubois, Marc Jorba-Cusco, {À}ngel Jorba +1
We consider the motion of an electron in an atom subjected to a strong linearly polarized laser field. We identify the invariant structures organizing a very specific subset of tra…