A theoretical model of phase transitions in human hand movements

By Hermann Haken, J. Kelso, H. Bunz. Biological cybernetics, 2004

1,884 citations recorded by the source corpus.

Subfields: Cognitive Neuroscience, Social Psychology

View Paper: https://www.semanticscholar.org/paper/f7899b03ad9a975fd338f17eea2af1412c4b0675

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Citations in the corpus

Spatio-Temporal Analysis of Team Sports (2016, methodology): “The synchronized measurements for the two teams were modelled as coupled oscillators, using the HKB-model [42].”
Language Use, Coordination, and the Emergence of Cooperative Action (2008, background): “, between a single individual’s left and right wrists or arms [26, 30]).”
Toward a Complementary Neuroscience: Metastable Coordination Dynamics of the Brain (2009, methodology): “Specifically, metastability is a result of the broken symmetry of a system of (nonlinearly) coupled (nonlinear) oscillators called the extended HKB model [40]: HKB stands for Haken, Kelso and Bunz [41] and represents a core (idealized) dynamical description of coordinated brain and behavioral activi”
Dynamic models of large-scale brain activity (2017, methodology): “Deep insights into the nature of simple motor behavior, such as switching from syncopated to anti-syncopated finger tapping, have been obtained through models of multistable dynamical systems 27 .”
Sport competition as a dynamical self-organizing system (2002, background): “These predictions hold when the control parameter is scaled without the in¯ uence of intentional constraints (cf. Haken et al., 1985).”
The dynamics of perception and action. (2006, background): “Local interactions between oscillatory components thus offer a natural basis for explaining temporal coordination in biological systems (Haken et al., 1985; Kopell, 1988; Strogatz & Steward, 1993; von Holst, 1980).”
Consciousness as a phenomenon in the operational architectonics of brain organization: Criticality and self-organization considerations (2013, methodology): “7 Metastability was formulated by Kelso [115] within a classical model of coordination dynamics called the extended HKB [116] (HKB stands for Haken, Kelso and Bunz [117]).”
Psychological research on joint action: Theory and data (2011, background): “The main finding was that the dynamical interpersonal coupling between the movements followed several predictions of the HKB equation (Haken et al., 1985) that was originally developed as a quantitative model of interlimb coordination within a person.”
Combining Dynamical Systems control and programming by demonstration for teaching discrete bimanual coordination tasks to a humanoid robot (2008, background): “, in [9] the relative phase between the two limbs is a suitable candidate for explaining the collective variable in rhythmical movements.”