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A supply chain network oligopoly model with random demands

机译:具有随机需求的供应链网络寡头模型

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In this paper, we develop a model of supply chain network under oligopolistic competition, where the demands associated with the demand markers are random. The supply chain network is consisted of oligopolistic firms that compete non-cooperatively, and all the firms try to determine their product flows to maximize their profits. The Nash-Cournot equilibrium conditions are solved by using variational inequality. Finally, we illustrate the efficiency of the model by two numerical examples, for which the equilibrium prices and product shipments are computed.
机译:在本文中,我们建立了寡头竞争下的供应链网络模型,其中与需求标记相关的需求是随机的。供应链网络由寡头公司组成,这些公司以非合作方式竞争,所有公司都试图确定其产品流以最大程度地提高利润。 Nash-Cournot平衡条件通过使用变分不等式求解。最后,我们通过两个数值示例来说明该模型的效率,并为其计算均衡价格和产品出货量。

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