Modelling the Effects of Selection Temperature and Mutation on the Prisoner’s Dilemma Game on a Complete Oriented StarReportar como inadecuado




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This paper models the prisoner’s dilemma game based on pairwise comparison in finite populations on a complete oriented star COS. First, we derive a linear system on a COS for calculating the corresponding fixation probabilities that imply dependence of the selection temperature and mutation. Then we observe and analyze the effects of two parameters on fixation probability under different population sizes. In particular, it is found through the experimental results that 1 high mutation is more sensitive to the fixation probability than the low one when population size is increasing, while the opposite is the case when the number of cooperators is increasing, and 2 selection temperature demotes the fixation probability.



Autor: Jianguo Ren , Yonghong Xu

Fuente: http://plos.srce.hr/



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