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Complexity analysis of dual-channel game model with different managers' business objectives

机译:不同管理者业务目标的双渠道博弈模型的复杂性分析

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This paper considers dual-channel game model with bounded rationality, using the theory of bifurcations of dynamical system. The business objectives of retailers are assumed to be different, which is closer to reality than previous studies. We study the local stable region of Nash equilibrium point and find that business objectives can expand the stable region and play an important role in price strategy. One interesting finding is that a fiercer competition tends to stabilize the Nash equilibrium. Simulation shows the complex behavior of two dimensional dynamic system, we find period doubling bifurcation and chaos phenomenon. We measure performances of the model in different period by using the index of average profit. The results show that unstable behavior in economic system is often an unfavorable outcome. So this paper discusses the application of adaptive adjustment mechanism when the model exhibits chaotic behavior and then allows the retailers to eliminate the negative effects.
机译:本文利用动力学系统的分叉理论,研究了具有有限理性的双通道博弈模型。假定零售商的业务目标是不同的,这比以前的研究更接近现实。我们研究了纳什均衡点的局部稳定区域,发现业务目标可以扩展稳定区域并在价格策略中发挥重要作用。一个有趣的发现是,激烈的竞争倾向于稳定纳什均衡。仿真显示了二维动力学系统的复杂行为,发现周期倍增分岔和混沌现象。我们使用平均利润指标来衡量模型在不同时期的表现。结果表明,经济体系中的不稳定行为通常是不利的结果。因此,本文讨论了当模型表现出混沌行为并允许零售商消除负面影响时自适应调整机制的应用。

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