摘要
笔者采用基于复杂网络的群体Parrondo博弈模型,模型由A、B两个博弈组成。其中,A博弈设计为马太方式,B博弈设计为依赖资本形式。通过观察Parrondo悖论成立的参数空间从同配网络至异配网络的渐进变化情况,分析度-度相关性对Parrondo悖论效应的影响,并针对一组参数,详细分析异配网络下系统发生悖论的微观原因,揭示了B博弈的不对称结构、A博弈的'搅动'作用以及网络拓扑结构的共同作用机制。
The author adopts the group Parrondo game model based on complex network,which consists of A and B games.Among them,A game design is Matthew mode,B game design is capital-dependent form.By observing the gradual change of the parameter space of the Parrondo paradox from the same distribution network to the different distribution network,the influence of the degree-degree correlation on the Parrondo paradox effect is analyzed.According to a group of parameters,the micro-causes of the system paradox under the different distribution network are analyzed in detail.The asymmetric structure of B game,the'agitation'effect of A game and the interaction of network topology structure are revealed.
作者
杭小荣
叶晔
王璐
谢能刚
Hang Xiaorong;Ye Ye;Wang Lu;Xie Nenggang(School of Management Science and Engineering,Anhui University of Technology,Ma'anshan Anhui 243032,China;School of Mechanical Engineering,Anhui University of Technology,Ma'anshan Anhui 243000,China)
出处
《信息与电脑》
2019年第10期24-27,共4页
Information & Computer
基金
国家自然科学基金(项目编号:11705002)
教育部人文社会科学研究项目(项目编号:15YJCZH210)
