Competition of tolerant strategies in the spatial public goods game
By Attila Szolnoki, Matjaz Perc. 2016
155 citations recorded by the source corpus.
Tolerance implies enduring trying circumstances with a fair and objective attitude. To determine whether evolutionary advantages might be stemming from diverse levels of tolerance in a population, we study a spatial public goods game, where in addition to cooperators, defectors, and loners, tolerant players are also present. Depending on the number of defectors within a group, a tolerant player can either cooperate in or abstain from a particular instance of the game. We show that the diversity of tolerance can give rise to synergistic effects, wherein players with a different threshold in terms of the tolerated number of defectors in a group compete most effectively against defection and default abstinence. Such synergistic associations can stabilise states of full cooperation where otherwise defection would dominate. We observe complex pattern formation that gives rise to an intricate phase diagram, where invisible yet stable strategy alliances require outmost care lest they are overlooked. Our results highlight the delicate importance of diversity and tolerance for the provisioning of public goods, and they reveal fascinating subtleties of the spatiotemporal dynamics that is due to the competition of subsystem solutions in structured populations.
Subfields: Experimental and Cognitive Psychology, Genetics, Sociology and Political Science
View Paper: https://www.semanticscholar.org/paper/ea5e4f95cb2e404679aaacc2d988bdcbd46d5c1a
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In Experimental and Cognitive Psychology
- Matjaz Perc
- Attila Szolnoki
- Zhen Wang
- Stefano Boccaletti
- Jillian J. Jordan
- David G. Rand
- S. Michael Gaddis
- Jesse J. Chandler
In Genetics
- Matjaz Perc
- Zhen Wang
- Attila Szolnoki
- David G. Rand
- Stefano Boccaletti
- Jillian J. Jordan
- Taraneh Sowlati
- Nazanin Shabani
In Sociology and Political Science
- Matjaz Perc
- Attila Szolnoki
- Zhen Wang
- Stefano Boccaletti
- Jillian J. Jordan
- David G. Rand
- Taraneh Sowlati
- Nazanin Shabani
Citations in the corpus
- Statistical physics of human cooperation (2017, background): “Turning back to the stability of subsystem solutions, indeed, an evolutionary game with three or more competing strategies has a large number of possible solutions because all the solutions of each subsystem are also solutions of thewhole system [39,50,85,111,120].”