Debates in dynamics: A dynamical systems perspective on action and perception
Identifieur interne : 007C07 ( Main/Exploration ); précédent : 007C06; suivant : 007C08Debates in dynamics: A dynamical systems perspective on action and perception
Auteurs : Dagmar Sternad [États-Unis]Source :
- Human Movement Science [ 0167-9457 ] ; 2000.
Abstract
Since the seminal publication by Kugler, Kelso and Turvey (1980), which formulated an agenda for understanding movement coordination based on the merging of Bernstein's insights and modern nonlinear dynamics, and since the classic results on phase transitions in rhythmic bimanual coordination the dynamical systems approach to action and perception has made considerable progress. The special issue collects research presented in a 3-day workshop “Debates in Dynamics” that portrays recent advances in the dynamical systems account to perception and action. As reflected in the wide spectrum of themes, the dynamical systems account has clearly diverged in the issues it addresses, in the levels of analysis, and in the formal concepts and tools it applies, without loosing its common thread of convergent assumptions and language.
Url:
DOI: 10.1016/S0167-9457(00)00024-5
Affiliations:
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Le document en format XML
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<front><div type="abstract" xml:lang="en">Since the seminal publication by Kugler, Kelso and Turvey (1980), which formulated an agenda for understanding movement coordination based on the merging of Bernstein's insights and modern nonlinear dynamics, and since the classic results on phase transitions in rhythmic bimanual coordination the dynamical systems approach to action and perception has made considerable progress. The special issue collects research presented in a 3-day workshop “Debates in Dynamics” that portrays recent advances in the dynamical systems account to perception and action. As reflected in the wide spectrum of themes, the dynamical systems account has clearly diverged in the issues it addresses, in the levels of analysis, and in the formal concepts and tools it applies, without loosing its common thread of convergent assumptions and language.</div>
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