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Evolution of public cooperation on interdependent networks: The impact of biased utility functions

Europhysics Letters (EPL) · 2012 · Vol. 97(4) · pp. 48001–48001
Zhen WangAttila SzolnokiMatjaž Perc

Abstract

We study the evolution of public cooperation on two interdependent networks that are connected by means of a utility function, which determines to what extent payoffs in one network influence the success of players in the other network. We find that the stronger the bias in the utility function, the higher the level of public cooperation. Yet the benefits of enhanced public cooperation on the two networks are just as biased as the utility functions themselves. While cooperation may thrive on one network, the other may still be plagued by defectors. Nevertheless, the aggregate level of cooperation on both networks is higher than the one attainable on an isolated network. This positive effect of biased utility functions is due to the suppressed feedback of individual success, which leads to a spontaneous separation of characteristic time scales of the evolutionary process on the two interdependent networks. As a result, cooperation is promoted because the aggressive invasion of defectors is more sensitive to the slowing down than the build-up of collective efforts in sizable groups.

Evolutionary Game Theory and CooperationGame Theory and ApplicationsComplex Systems and Time Series AnalysisInterdependenceProcess (computing)Public goodAggregate (composite)Interdependent networksExpected utility hypothesis
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References
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Physics Reports · 2007 · 2,892 citations
Complex networks: Structure and dynamics
Physics Reports · 2006 · 10,837 citations
Statistical mechanics of complex networks
Reviews of Modern Physics · 2002 · 20,311 citations
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