基于平均低偏矩组合理论的发电组合优化

Marko Matosović, Z. Tomsic
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引用次数: 0

摘要

利用投资组合理论对发电技术组合进行优化是指在可接受的(价格)风险水平下,找到一组最优的发电技术,使发电公司的发电成本最小,或利润最大。另一方面,发电公司可以将生产成本作为一个固定的参数,然后寻找一套最优的技术,使价格风险最小化。传统的发电组合优化方法将可再生能源视为一种没有价格风险的发电技术,或者在一定程度上认为风险非常小。在对可再生能源价格风险进行评估时,考虑了可再生能源的间断性和日前预测的准确性。由于预测错误而无法交付的能源必须在平衡市场上购买,并对这些技术的生产价格造成负担。采用均值- lpm方法对投资组合进行优化,并与均值-方差方法的结果进行比较。优化结果表明,基于历史价格的均值方差优化和均值LPM优化只有在二阶LPM下才有相似的结果。其他低阶偏矩可以解释投资者或决策者的风险规避。
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Power generation mix optimization using mean-lower partial moments (LPM) portfolio theory
Optimization of power generation technology mix using portfolio theory is related to finding the optimal set of technologies under acceptable level of (price) risk which will provide minimal cost of electricity production for the generation company, or provide maximum profit. On the other hand, a generation company can set the cost of production as a fixed parameter, and then look for optimal set of technologies which would minimize price risk.The classical approach to power generation mix optimization considers renewable energy as a generation technology without price risk, or to a certain extent considers that risk being very small. In this work intermittency of renewable energy sources and accuracy in the day-ahead forecast was taken into account in the evaluation of price risk of those technologies. Energy not delivered because of wrong forecast must be bought on the balancing market and poses a burden on the price of production from those technologies. Portfolio optimization is performed using mean-LPM approach and compared to the results given by mean-variance approach. The results of the optimization show that based on the historical prices mean-variance and mean-LPM optimization give similar results only in case of second order LPM. Other orders of lower partial moments can account for risk aversion of the investor or decision maker.
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