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Bidding under price uncertainty in multi-unit pay-as-bid procurement auctions for power systems reserve

机译:电力系统储备多单位按需竞价拍卖中价格不确定性下的竞标

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In this paper a methodology for profit maximized bidding under price uncertainty in a day-ahead, multi-unit and pay-as-bid procurement auction for power systems reserve is proposed. Within this novel methodology a bidder is considered to follow a Bayes-strategy. Thereby, one bidder is assumed to behave strategically and the behavior of the remaining is summarized in a probability distribution of the market price and a reaction function to price dumping by the strategic bidder. With this approach two problems arise: First, as a pay-as-bid auction is considered, no uniform price and therefore no single probability distribution of the market price is readily available. Second, if historic bidding data of all participants are used to estimate such a distribution and market power is a relevant factor, the bid of the strategically behaving bidder is likely to influence the distribution. Within this paper for both of the problems solutions are presented. It is shown that by estimating a probability of acceptance the optimal bidding price with respect to a given capacity can be calculated by maximizing a stochastic non-linear objective function of expected profit. Taking the characteristics of recently established markets in Germany into account, the methodology is applied using exemplary data. It is shown that the methodology helps to manage existing price uncertainties and hence supports the trading decisions of a bidder. It is inferred that the developed methodology may also be used for bidding on other auction markets with a similar market design. (C) 2006 Elsevier B.V. All rights reserved.
机译:本文提出了一种在电力系统储备的超前,多单位和按需付费拍卖中在价格不确定性下实现利润最大化投标的方法。在这种新颖的方法中,投标人被认为遵循贝叶斯策略。因此,假设一个投标人具有战略性行为,其余投标人的行为归纳为市场价格的概率分布和战略投标人对价格倾销的反应函数。通过这种方法出现了两个问题:首先,由于考虑了按价竞价拍卖,因此没有统一的价格,因此也没有市场价格的单一概率分布。其次,如果使用所有参与者的历史出价数据来估计这种分布,并且市场力量是一个相关因素,那么具有战略眼光的出价人的出价很可能会影响分布。本文针对这两个问题提出了解决方案。结果表明,通过估计接受概率,可以通过最大化预期利润的随机非线性目标函数来计算相对于给定容量的最优投标价格。考虑到德国最近建立的市场的特征,使用示例性数据来应用该方法。结果表明,该方法有助于管理现有的价格不确定性,从而支持投标人的交易决策。可以推断,所开发的方法还可以用于在具有类似市场设计的其他拍卖市场上进行投标。 (C)2006 Elsevier B.V.保留所有权利。

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