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Multilevel Evolutionary Algorithm that Optimizes the Structure of Scale-Free Networks for the Promotion of Cooperation in the Prisoner’s Dilemma game

机译:多级进化算法优化了无尺度网络的结构以促进囚徒困境游戏中的合作

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摘要

Understanding the emergence of cooperation has long been a challenge across disciplines. Even if network reciprocity reflected the importance of population structure in promoting cooperation, it remains an open question how population structures can be optimized, thereby enhancing cooperation. In this paper, we attempt to apply the evolutionary algorithm (EA) to solve this highly complex problem. However, as it is hard to evaluate the fitness (cooperation level) of population structures, simply employing the canonical evolutionary algorithm (EA) may fail in optimization. Thus, we propose a new EA variant named mlEA-CPD-SFN to promote the cooperation level of scale-free networks (SFNs) in the Prisoner’s Dilemma Game (PDG). Meanwhile, to verify the preceding conclusions may not be applied to this problem, we also provide the optimization results of the comparative experiment (EAcluster), which optimizes the clustering coefficient of structures. Even if preceding research concluded that highly clustered scale-free networks enhance cooperation, we find EAcluster does not perform desirably, while mlEA-CPD-SFN performs efficiently in different optimization environments. We hope that mlEA-CPD-SFN may help promote the structure of species in nature and that more general properties that enhance cooperation can be learned from the output structures.
机译:长期以来,了解合作的出现一直是跨学科的挑战。即使网络互惠反映了人口结构在促进合作中的重要性,但如何优化人口结构从而加强合作仍然是一个悬而未决的问题。在本文中,我们尝试应用进化算法(EA)解决此高度复杂的问题。但是,由于难以评估总体结构的适合度(合作水平),因此仅采用规范进化算法(EA)可能无法优化。因此,我们提出了一个名为mlEA-CPD-SFN的新EA变体,以提高囚徒困境游戏(PDG)中无标度网络(SFN)的合作水平。同时,为了验证前面的结论可能不适用于该问题,我们还提供了比较实验(EAcluster)的优化结果,该实验优化了结构的聚类系数。即使先前的研究得出结论,高度集群化的无标度网络可以增强合作,但我们发现EAcluster的性能并不理想,而mlEA-CPD-SFN可以在不同的优化环境中高效运行。我们希望mlEA-CPD-SFN可以帮助促进自然界物种的结构,并希望可以从输出结构中了解增强合作的更一般的特性。

著录项

  • 期刊名称 Scientific Reports
  • 作者

    Penghui Liu; Jing Liu;

  • 作者单位
  • 年(卷),期 -1(7),-1
  • 年度 -1
  • 页码 4320
  • 总页数 12
  • 原文格式 PDF
  • 正文语种
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