CORDIS Project
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This project aims to deepen the understanding of Hamiltonian systems and their dynamics through the study of regular and exotic features in mathematical models. It focuses on proving the existence of invariant structures and rigidity phenomena in these systems.
REXHALODYN aims at understanding some of the regular and exotic features of Hamiltonian systems, circle maps, and generalized interval exchange transformations, or GIETs.
Hamiltonians provide a powerful description of classical mechanics phenomena.
Circle maps and GIETs are archetypal examples that illustrate fundamental concepts and phenomena within dynamical systems.
Moreover, the latter two offer simplified models that capture essential features of more complex systems; e.g., they appear natu…
Consorci Centre de Recerca Matematica
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