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[IEEE 2020 IEEE International Conference on Big Data and Smart Computing (BigComp) - Busan, Korea (South) (2020.2.19-2020.2.22)] 2020 IEEE International Conference on Big Data and Smart Computing (BigComp) - Normalized Residue Analysis for Deep Learning Based Probabilistic Forecasting of Photovoltaic Generations

DOI:10.1109/BigComp48618.2020.00-20 出版年份:2020 更新时间:2025-09-23 15:19:57
摘要: In this study, probabilistic forecasting schemes of day-ahead photovoltaic (PV) generations are investigated with the auto-regressive recurrent neural network model named DeepAR, and are evaluated based on the normalized residues. For PV generations, probabilistic outcomes should be helpful for efficient grid managements to account uncertainties such as sudden changes in the local weather. The tightness of the prediction interval for local PV generations is investigated with DeepAR models with varying input data like the local weather forecasts of the day and historical records of the PV generations. For performance measure, normalized residue with the mean and standard deviation of the predicted traces is compared to the standard normal distribution. For evaluation, local PV generation data captured at Hadong, Korea is tested by the DeepAR models with optional input of local weather forecasts data. The evaluation results of the PV generation tests show that the local weather data provides extra tightness of the prediction interval with the normalized residues close to the standard normal distribution.
作者: Soyeong Park,Sunme Park,Euiseok Hwang
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Investigating probabilistic forecasting schemes of day-ahead photovoltaic (PV) generations with the auto-regressive recurrent neural network model named DeepAR, and evaluating their performance based on the normalized residues.

The study demonstrates that probabilistic forecasting of PV generations using the DeepAR model with local weather forecast data provides tighter prediction intervals and higher reliability, as indicated by normalized residues close to the standard normal distribution. Future work could focus on quantitative statistical methods for comparing distributions and analyzing the contribution of individual weather components to forecast accuracy.

The study does not quantitatively compare the empirical distribution of standard scores with the normal distribution using statistical methods. Additionally, not all weather components may contribute equally to PV forecast accuracy, suggesting the need for feature importance analysis.

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