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On the Design of Electricity Auctions with Non-Convexities and Make-Whole Payments

机译:论非凸性和整体支付的电拍卖

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Electricity markets that allow the generation units to submit multi-part bids and take into account the technical characteristics of these units are characterized by non-convexities. Such market designs, when operated under marginal pricing, may result in market outcomes where truthful bidding results in losses for the respective participants. To deal with this highly undesirable prospect, make-whole payments are foreseen in centrally committed market designs. To study the behavior of market participants in such designs, we consider a stylized capacity-constrained duopoly, where we add a bid/cost recovery mechanism that "recovers" (compensates) potentially incurred losses providing make-whole payments. We then consider a modification of this mechanism in which the market participants have to respect a regulated cap to be entitled to make-whole payments. This yields a rather non-trivial electricity auction. We employ a game-theoretic methodology to identify equilibria for the two mechanisms, for different levels of demand, and examine their properties. Finally, we discuss the implications that the analytical results for the stylized model may have on more realistic unit commitment models of day-ahead electricity markets with non-convexities.
机译:允许生成单位提交多部分投标并考虑这些单位的技术特征的电力市场的特征是非凸起的。在边际定价下运营时,这种市场设计可能导致市场成果,如有明确的竞标导致各自参与者的损失。为了处理这一非常不受欢迎的前景,在集中的市场设计中预见到整个付款。为研究市场参与者的行为,我们考虑了一个程式化的容量约束的二极多利多,在那里我们增加了一个出价/成本恢复机制,“恢复”(补偿)可能发生的损失提供全部付款。然后,我们考虑修改这种机制,其中市场参与者必须尊重受监管的上限有权获得全部付款。这产生了相当不平坦的电拍卖。我们采用游戏理论方法来识别两种机制的均衡,以进行不同的需求,并检查其性质。最后,我们讨论了风格化模型的分析结果可能对具有非凸起的最新电力市场的更现实的单位承诺模型可能具有较现实的单位承诺模型。

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