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• W120685512 abstract "Chaotic itinerancy is characterized here as a general mechanism of high-dimensional systems. The paper focuses on the interplay between the low-dimensional behavior in the vicinity of attractors and the transients of the embedding larger system. Using this interplay we chart the relationship of chaotic itinerancy to some other dynamical concepts and applied notions. From the dynamic computational point of view, chaotic itinerancy is shown to extend naturally to the concept of ‘computation with trajectories’, which involves the use of low-dimensional systems based entirely on transients. In a more applied perspective, chaotic itinerancy is discussed in the context of emergent multi-level systems. As an example, molecular dynamics are argued to be conceptualizable in the form of a series of low-dimensional systems which emerge temporarily in a very large system that performs itinerant motion. Finally, as motivated by the properties of chaotic itinerancy, we discuss the phenomenology of high-dimensional systems and its relationship to the problem of universality of dynamics." @default.
• W120685512 created "2016-06-24" @default.
• W120685512 creator A5017235648 @default.
• W120685512 date "2003-01-01" @default.
• W120685512 modified "2023-09-27" @default.
• W120685512 title "Chaotic Itinerancy: A Multi-Disciplinary Perspective" @default.
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