Modeling electricity markets as two-stage capacity constrained price competition games under uncertainty

Kostis Sakellaris
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引用次数: 5

Abstract

The last decade has seen an increasing application of game theoretic tools in the analysis of electricity markets and the strategic behavior of market players. This paper focuses on the model examined by Fabra et al. (2008), where the market is described by a two-stage game with the firms choosing their capacity in the first stage and then competing in prices in the second stage. By allowing the firms to endogenously determine their capacity, through the capacity investment stage of the game, they can greatly affect competition in the subsequent pricing stage. Extending this model to the demand uncertainty case gives a very good candidate for modeling the strategic aspect of the investment decisions in an electricity market. After investigating the required assumptions for applying the model in electricity markets, we present some numerical examples of the model on the resulting equilibrium capacities, prices and profits of the firms. We then proceed with two results on the minimum value of price caps and the minimum required revenue from capacity mechanisms in order to induce adequate investments.
不确定条件下电力市场的两阶段容量约束价格竞争博弈模型
在过去的十年中,博弈论工具越来越多地应用于电力市场和市场参与者的战略行为分析。本文关注Fabra等人(2008)检验的模型,其中市场被描述为两阶段博弈,企业在第一阶段选择产能,然后在第二阶段进行价格竞争。通过博弈的产能投资阶段,允许企业内生地决定自己的产能,可以极大地影响后续定价阶段的竞争。将该模型扩展到需求不确定性的情况下,为电力市场投资决策的战略方面建模提供了一个很好的候选模型。在研究了将该模型应用于电力市场所需的假设之后,我们给出了一些关于该模型所产生的企业均衡产能、价格和利润的数值例子。然后,我们继续得出两个结果,即价格上限的最小值和容量机制为吸引足够的投资所需的最小收入。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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