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在多供应链竞争的背景下,以生产和销售同质产品、制造企业为核心的供应链为研究对象,利用变分不等式理论、空间价格均衡理论和纳什博弈理论,构建了成本干扰前、成本干扰后的均衡模型,给出了完成重组的条件,并建立了重组后的均衡模型.最后,通过数值算例证明了模型的有效性.
In the context of multi-supply chain competition, the supply chain with the core of producing and selling homogeneous products and manufacturing enterprises is taken as the research object. By using the theory of Variational Inequality, Space Price Equilibrium and Nash Game Theory, the cost- After the interference, the equilibrium model is given, the conditions for the completion of the reorganization are given, and the equilibrium model after the reorganization is established. Finally, numerical examples are given to demonstrate the effectiveness of the model.