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Study on Output Dynamic Competition Model and its Global Bifurcation

机译:产出动态竞争模型及其全球分岔研究。

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In this paper, the critical curve theory is used to study the global complexity of an output dynamic competition model with adaptive adjustment. Three forms of global bifurcations are investigated. Global bifurcations occurring at the boundary of feasible set make the structure of basins of attraction very complex. The economic significance of every global bifurcation is explained by regarding the evolution of feasible set of the system as the variation of players' living space. The analysis of global bifurcations is helpful for a decision maker to cope with such complexity and to avoid the collapse of the economic system.
机译:本文采用临界曲线理论研究了带有自适应调整的输出动态竞争模型的全局复杂度。研究了全球分叉的三种形式。在可行集边界上发生的全局分叉使得吸引盆地的结构非常复杂。通过将系统可行集的演变视为玩家居住空间的变化,来解释每个全球分支的经济意义。对全球分歧的分析有助于决策者应对这种复杂性并避免经济体系崩溃。

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