基于卷积神经网络的低聚集水平短期概率负荷预测

Alexander Elvers, Marcus Voss, S. Albayrak
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引用次数: 15

摘要

个别家庭或建筑物的低汇总负荷曲线波动较大,相对预测误差相对较高。因此,流行的点预测不能充分地捕捉不确定性,从而导致在不同的操作任务中的非最优决策。提出了一种基于卷积神经网络(STLQF-CNN)的短期负荷分位数预测方法。历史负荷和温度在三维输入中进行编码,以强制季节性数据的局域性。该模型有效地将弹球损失在所有期望的分位数和预测范围内一次最小化。我们对来自Pecan Street数据集的222户家庭和不同的聚合进行了日前和日内预测,评估了我们的方法。评估表明,我们的模型始终优于naïve和已建立的线性分位数回归基准模型,例如,在奥斯汀10、20和50户家庭的集合中,我们的模型比最佳基准好21%到29%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Short-Term Probabilistic Load Forecasting at Low Aggregation Levels Using Convolutional Neural Networks
Lowly aggregated load profiles such as of individual households or buildings are more fluctuating and relative forecast errors are comparatively high. Therefore, the prevalent point forecasts are not sufficiently capable of optimally capturing uncertainty and hence lead to non-optimal decisions in different operational tasks. We propose an approach for short-term load quantile forecasting based on convolutional neural networks (STLQF-CNN). Historical load and temperature are encoded in a three-dimensional input to enforce locality of seasonal data. The model efficiently minimizes the pinball loss over all desired quantiles and the forecast horizon at once. We evaluate our approach for day-ahead and intra-day predictions on 222 house-holds and different aggregations from the Pecan Street dataset. The evaluation shows that our model consistently outperforms a naïve and an established linear quantile regression benchmark model, e.g., between 21 and 29 % better than the best benchmark on aggregations of 10, 20 and 50 households from Austin.
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