Unstable periodic orbits of chaotic attractors separate into clusters in long time-delay embeddings, with position set by the ratio of time spent in each lobe.
Caractérisation topologique et reconstruction d’attracteurs étranges
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Separation of periodic orbits in the delay embedded space of chaotic attractors
Unstable periodic orbits of chaotic attractors separate into clusters in long time-delay embeddings, with position set by the ratio of time spent in each lobe.