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Interacting oligopolistic and oligopsonistic Cournot markets

机译:互动寡头垄断和寡头植物庭院市场

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This paper considers the model of several interacting Cournot markets. Some of them are final goods markets, while the others are resource markets. The markets interact by sharing the same set of economic agents (producers), so that the latter are oligopsonists on resource markets and simultaneously oligopolists on goods markets. Each producer strategically chooses its supply volumes on each goods market and its purchase volume of resources in accordance with technology and expected supply effects on prices. We prove that in the case of linear demand and supply functions the model of interacting Cournot markets is reduced to a potential game; hence, the Nash equilibrium problem is equivalent to a mathematical programming problem. We also discuss the advantages and special features of such a representation of interacting oligopolistic and oligopsonistic markets.
机译:本文考虑了几个互动庭院市场的模型。 其中一些是最终的商品市场,而其他物品是资源市场。 市场通过分享相同的经济代理人(生产者)进行互动,因此后者是资源市场上的寡头植物,同时寡头人在货物市场上。 每种生产商策略性地根据技术和预期的价格对各商品市场提供供应量及其购买量的资源。 我们证明,在线性需求和供应功能的情况下,互动庭院市场的模型减少到潜在的游戏; 因此,纳什均衡问题相当于数学编程问题。 我们还讨论了这种互动寡头垄断和寡头植物市场的这种代表性的优缺点。

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