Abstract |
For systems with symmetry, it is possible to find robust heteroclinic
cycles and networks. In this seminar, we are interested in the study of the
geometrical behaviour of trajectories in a neighbourhood of a special class
of heteroclinic networks, near which we observe chaotic dynamics. More
precisely, we present two persistent phenomena which we call switching and
double cycling, and some dynamical consequences. This is a joint work with
Isabel Labouriau and Manuela Aguiar, in the context of my PhD.
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