Effects of group sensitivity on cooperation in N-person snowdrift game with dynamic grouping

[Display omitted] •Coupled effects of rational and irrational choices on improvement of cooperation are studied.•Group sensitivity is incorporated into N-person snowdrift game with dynamic grouping.•Moderate group sensitivity can effectively promote cooperation.•A log–log relation between frequency...

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Published inChaos, solitons and fractals Vol. 56; pp. 132 - 138
Main Authors Shi, Yong-Dong, Zhong, Li-Xin, Xu, Wen-Juan
Format Journal Article
LanguageEnglish
Published Elsevier Ltd 01.11.2013
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Summary:[Display omitted] •Coupled effects of rational and irrational choices on improvement of cooperation are studied.•Group sensitivity is incorporated into N-person snowdrift game with dynamic grouping.•Moderate group sensitivity can effectively promote cooperation.•A log–log relation between frequency of cooperators and interacting group size is found. In nature and society, individuals are often tempted to exploit free-riding opportunities. Previous studies have shown that, without additional measures like spatially restricted interactions and costly punishment, defection should be more prevalent than cooperation. By incorporating group sensitivity and size adjustable interacting groups into the N-person snowdrift game, we have studied the coevolution of the preferred group sizes and the frequencies of cooperators. It is found that the widespread of cooperation is closely related to the degree of an individual’s group sensitivity. In comparison with a weak or a strong sensitivity, a moderate group sensitivity can greatly promote cooperation. With the rise of the group sensitivity, the step-like changes of the frequencies of cooperators and the average preferred group sizes are found. A theoretical analysis reveals that an individual’s group sensitivity may lead to a decrease in the preferred group size and accordingly an increase in cooperation. A functional relation between the frequencies of cooperators and the average preferred group sizes is found.
ISSN:0960-0779
1873-2887
DOI:10.1016/j.chaos.2013.07.014