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- W2115741351 endingPage "39" @default.
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- W2115741351 abstract "We present a new model of evolutionary dynamics in one-dimensional space. Individuals are arranged on a cycle. When a new offspring is born, another individual dies and the rest shift around the cycle to make room. This rule, which is inspired by spatial evolution in somatic tissue and microbial colonies, has the remarkable property that, in the limit of large population size, evolution acts to maximize the payoff of the whole population. Therefore, social dilemmas, in which some individuals benefit at the expense of others, are resolved. We demonstrate this principle for both discrete and continuous games. We also discuss extensions of our model to other one-dimensional spatial configurations. We conclude that shift dynamics in one dimension is an unusually strong promoter of cooperative behavior." @default.
- W2115741351 created "2016-06-24" @default.
- W2115741351 creator A5029348961 @default.
- W2115741351 creator A5081956768 @default.
- W2115741351 date "2012-10-01" @default.
- W2115741351 modified "2023-10-18" @default.
- W2115741351 title "Evolutionary shift dynamics on a cycle" @default.
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