A Kuramoto model of self-other integration across interpersonal synchronization strategies
Science & Technology
QH301-705.5
Self Concept
03 medical and health sciences
0302 clinical medicine
Nonlinear Dynamics
Ciências Médicas::Medicina Básica
Humans
Computer Simulation
Interpersonal Relations
Biology (General)
Social Behavior
Research Article
DOI:
10.1371/journal.pcbi.1007422
Publication Date:
2019-10-16T20:33:58Z
AUTHORS (5)
ABSTRACT
AbstractHuman social behaviour is complex, and the biological and neural mechanisms underpinning it remain debated1,2. A particularly interesting social phenomenon is our ability and tendency to fall into synchrony with other humans3,4. Our ability to coordinate actions and goals relies on the ability to distinguish between and integrate self and other, which when impaired can lead to devastating consequences. Interpersonal synchronization has been a widely used framework for studying action coordination and self-other integration, showing that in simple interactions, such as joint finger tapping, complex interpersonal dynamics emerge. Here we propose a computational model of self-other integration via within- and between-person action-perception links, implemented as a simple Kuramoto model with four oscillators. The model abstracts each member of a dyad as a unit consisting of two connected oscillators, representing intrinsic processes of perception and action. By fitting this model to data from two separate experiments we show that interpersonal synchronization strategies rely on the relationship between within- and between-unit coupling. Specifically, mutual adaptation exhibits a higher between-unit coupling than within-unit coupling; leading-following requires that the follower unit has a low within-unit coupling; and leading-leading occurs when two units jointly exhibit a low between-unit coupling. These findings are consistent with the theory of interpersonal synchronization emerging through self-other integration mediated by processes of action-perception coupling4. Hence, our results show that chaotic human behaviour occurring on a millisecond scale can be modelled using coupled oscillators.
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