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Dynamic Analysis of a Competition-Cooperation Enterprise Cluster with Core-Satellite Structure and Time Delay

机译:核心卫星结构与时间延迟的竞争合作企业集群的动态分析

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Core and satellite structure is one of the common structures in enterprise clusters. In core and satellite structure, there are one core enterprise and at least two satellite enterprises. There exist a competitive relationship between satellite enterprises and a cooperative relationship between satellite enterprise and core enterprise. However, the dynamic evolution of competition-cooperation enterprise clusters with core-satellite structure is not well understood. In this paper, a novel competition-cooperation enterprise cluster model with core-satellite structure is proposed. The boundedness of the positive equilibrium is investigated. It is found that there exists upper bound of both core enterprise output and satellite enterprise output and the upper bound of core enterprise not only depends on its own production capacity but also depends on the production capacity of two satellite enterprises. Then, by selecting the production period as bifurcating parameter, the conditions of local stability and Hopf bifurcation are obtained. Once the production period passes a critical value, the output of both core enterprise and satellite enterprise loses stability and displays periodic fluctuations. This may lead to the decline of efficiency of enterprise and resource mismatch. Furthermore, the fluctuation properties are studied. Finally, a numerical example is presented to show the effectiveness of theorem.
机译:核心和卫星结构是企业集群中的常见结构之一。在核心和卫星结构中,有一个核心企业和至少两家卫星企业。卫星企业与卫星企业与核心企业的合作关系存在竞争关系。然而,竞争合作企业集群与核心卫星结构的动态演变并不了解。本文提出了一种具有核心结构结构的新型竞争合作企业集群模型。研究了正平均衡的有界性。结果发现,核心企业输出和卫星企业输出的上限,核心企业的上限不仅取决于自己的生产能力,还取决于两个卫星企业的生产能力。然后,通过选择生产期作为分叉参数,获得了局部稳定性和跳跃分叉的条件。一旦生产期通过临界值,核心企业和卫星企业的输出会失去稳定性并显示周期性波动。这可能导致企业效率和资源不匹配的下降。此外,研究了波动性能。最后,提出了一个数值示例以显示定理的有效性。

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