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Computation of the Stability and Complexity about Triopoly Price Game Model with Delay Decision

机译:用延迟决策计算三角价格游戏模型的稳定性和复杂性

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摘要

We develop the price game model based on the entropy theory and chaos theory, considering the three enterprises are bounded rationality and using the cost function under the resource constraints; that is, the yield increase will bring increased costs. The enterprises of new model adopt the delay decision with the delay parameters τ1 and τ2, respectively. According to the change of delay parameters τ1 and τ2, the bifurcation, stability, and chaos of the system are discussed, and the change of entropy when the system is far away from equilibrium is considered. Prices and profits are found to lose stability and the evolution of the system tends to the equilibrium state of maximum entropy. And it has a big fluctuation with the increase of τ1 and τ2. In the end, the chaos is controlled effectively. The entropy of the system decreases, and the interior reverts to order. The results of this study are of great significance for avoiding the chaos when the enterprises make price decisions.
机译:我们根据熵理论和混沌理论开发价格游戏模型,考虑到三家企业是有界合理性,并在资源限制下使用成本函数;也就是说,产量增加将提高成本。新模型企业分别采用延迟参数τ1和τ2的延迟决策。根据延迟参数τ1和τ2的变化,讨论了系统的分叉,稳定性和混沌,并且考虑了系统远离均衡时熵的变化。发现价格和利润失去了稳定性,系统的演变趋于最大熵的均衡状态。它具有大波动随着τ1和τ2的增加。最后,混乱是有效控制的。系统的熵减少,内部恢复为顺序。该研究的结果对于企业赚取价格决策时,避免混乱具有重要意义。

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