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首页> 外文期刊>Optimization: A Journal of Mathematical Programming and Operations Research >Nash equilibrium in a pay-as-bid electricity market Part 2-best response of a producer
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Nash equilibrium in a pay-as-bid electricity market Part 2-best response of a producer

机译:纳什均衡在支付电力市场中的衡量电力市场第2部分 - 生产者的最佳反应

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摘要

We consider a multi-leader-common-follower model of a pay-as-bid electricity market in which the producers provide the regulator with either linear or quadratic bids. We prove that for a given producer only linear bids can maximize his profit. Such linear bids are referred as the best response' of the given producer. They are obtained assuming the demand is known and some estimate of the bids of the other producers is available. Nevertheless we also show that whenever no best response exists, the optimal profit can be asymptotically attained by a sequence of quadratic bids converging to the so-called limiting best response'. An explicit formula for such a sequence is provided.
机译:我们考虑了一款额外的支付电力市场的共同跟随力型号,生产者提供具有线性或二次出价的调节器。 我们证明,对于给定的生产商,只有线性投标可以最大化他的利润。 这种线性出价被称为给定生产商的最佳响应。 假设要求已知,并且可以获得对其他生产商的出价的估计。 然而,我们还表明,每当不存在最佳响应时,最佳利润可以通过汇聚到所谓的限制最佳响应的二次出价序列渐近实现。 提供了这种序列的显式公式。

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