Marco A. Zurita

collaborators

2 papers

nlin.CD2025

Classical-quantum study of confinement in the chaotic $x^{2} y^{2}$ Yang-Mills Hamiltonian

Mario A. Quiroz-Juarez, Marco A. Zurita, Horacio Olivares-Pilon +1

We analyze how quantum mechanics reinstates confinement in Hamiltonian systems that are classically unstable and exhibit chaotic dynamics. Specifically, we consider two paradigmati…

math-ph2024

Two-center problem with harmonic-like interactions: periodic orbits and non-integrability

A. M. Escobar Ruiz, L. Jiménez-Lara, J. Llibre +1

We study the classical planar two-center problem of a particle $m$ subjected to harmonic-like interactions with two fixed centers. For convenient values of the dimensionless parame…

Classical-quantum study of confinement in the chaotic x2y2 Yang-Mills Hamiltonian

Two-center problem with harmonic-like interactions: periodic orbits and non-integrability

Classical-quantum study of confinement in the chaotic $x^{2} y^{2}$ Yang-Mills Hamiltonian