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Generation capacity expansion in imperfectly competitive restructured electricity markets

机译:不完全竞争的重组电力市场中的发电能力扩大

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We consider three models of investments in generation capacity in restructured electricity systems that differ with respect to their underlying economic assumptions. The first model assumes a perfect, competitive equilibrium. It is very similar to the traditional capacity expansion models even if its economic interpretation is different. The second model (open-loop Cournot game) extends the Cournot model to include investments in new generation capacities. This model can be interpreted as describing investments in an oligopolistic market where capacity is simultaneously built and sold in long-term contracts when there is no spot market. The third model (closed-loop Cournot game) separates the investment and sales decision with investment in the first stage and sales in the second stage-that is, a spot market. This two-stage game corresponds to investments in merchant plants where the first-stage equilibrium problem is solved subject to equilibrium constraints. We show that despite some important differences, the open- and closed-loop games share many properties. One of the important results is that the prices and quantities produced in the closed-loop game, when the solution exists, fall between the prices and quantities in the open-loop game and the competitive equilibrium.
机译:我们考虑了三种重组电力系统的发电能力投资模型,它们的基本经济假设有所不同。第一个模型假设一个完美的竞争均衡。即使其经济解释不同,它也与传统的产能扩张模型非常相似。第二种模型(开环古诺游戏)扩展了古诺模型,包括对新一代发电能力的投资。该模型可以解释为描述了在寡头市场上的投资,在没有现货市场的情况下,长期合同中同时建立和出售了产能。第三种模型(闭环古诺博弈)将投资和销售决策与第一阶段的投资和第二阶段的销售(即现货市场)分开。这个两阶段博弈对应于对商人工厂的投资,在这些工厂中,第一阶段均衡问题在均衡约束下得以解决。我们表明,尽管存在一些重要的差异,但是开环和闭环游戏具有许多特性。重要结果之一是,当存在解时,闭环博弈中产生的价格和数量介于开环博弈中的价格和数量与竞争均衡之间。

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