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- W1646118567 abstract "We investigate the relation between the chaotic dynamics and the hierarchical phase-space structure of generic Hamiltonian systems. We demonstrate that even in ideal situations when the phase space is dominated by an exactly self-similar structure, the long-time dynamics is {it not} dominated by this structure. This has consequences for the power-law decay of correlations and Poincare recurrences." @default.
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- W1646118567 date "2001-06-15" @default.
- W1646118567 modified "2023-09-27" @default.
- W1646118567 title "Do Chaotic Trajectories Care About Self-Similarity?" @default.
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