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引用次数: 4

摘要

提出了一种算法下的电力市场参与者获得最优投标价格的不确定性。该模型基于已知的预测价格的概率密度函数。问题是要估计区块的参数——电力的价值和相应的价格。目标函数为能源销售利润的期望值。随机市场出清价格只影响目标函数,特别是与收益相对应的项。块的参数通过概率函数相互连接。为了确定所需的值,开发了循环优化程序。程序中断的标准是投标函数中要求的台阶数。
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Bid strategy under price uncertainty
The paper presents an algorithm for electricity market participant to obtain optimal bid under price uncertainty. The model is based on the known probability density functions of forecast prices. The problem is to estimate the parameters of blocks - values of power and their corresponding prices. The objective function is an expected value of profit for selling energy. The stochastic market clearing prices only affects the objective function, and particularly, the term corresponding to revenues. The parameters of blocks are interconnected by probability function. To determine required values the recurrent optimization procedure is developed. The criterion of procedure interruption is the required number of stairs in bidding function.
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