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A review of uncertainty representations and metaverification of uncertainty assessment techniques for renewable energies

机译:可再生能源不确定性表示的回顾和不确定性评估技术的元验证

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摘要

The performance evaluation of forecasting algorithms is an essential requirement for quality assessment and model comparison. In recent years, algorithms that issue predictive distributions rather than point forecasts have evolved, as they better represent the stochastic nature of the underlying numerical weather prediction and power conversion processes. Standard error measures used for the evaluation of point forecasts are not sufficient for the evaluation of probabilistic forecasts. In comparison to deterministic error measures, many probabilistic scoring rules lack intuition as they have to satisfy a number of requirements such as reliability and sharpness, whereas deterministic forecasts only need to be close to the actual observations. This article aims to empower practitioners and users of probabilistic forecasts to be able to choose appropriate uncertainty representations and scoring rules depending on the desired application and available data. A holistic view of the most popular forms of uncertainty representation from single forecasts and ensembles is given, followed by a presentation of the most popular scoring rules. We want to broaden the understanding for the working principles and relationship of different scoring rules and their decomposition for probabilistic forecasts of continuous variables by showing their differences. Therefore, we analyze the behavior of scoring rules, a process frequently referred to as metaverification, in detail on real-world multi-model ensemble forecasts in a number of case studies.
机译:预测算法的性能评估是质量评估和模型比较的基本要求。近年来,已经发布了发布预测性分布而不是点状预测的算法,因为它们可以更好地表示基础数字天气预报和功率转换过程的随机性。用于评估点预测的标准误差度量不足以评估概率预测。与确定性误差度量相比,许多概率评分规则缺乏直觉,因为它们必须满足诸如可靠性和清晰度之类的许多要求,而确定性预测仅需要接近实际观察值。本文旨在使概率预测的从业人员和用户能够根据所需的应用程序和可用数据选择适当的不确定性表示形式和评分规则。给出了从单个预测和合奏中最流行的不确定性表示形式的整体视图,然后给出了最流行的评分规则。我们希望通过显示它们之间的差异,扩大对不同评分规则的工作原理和关系及其对连续变量概率预测的分解的理解。因此,我们在许多案例研究中详细分析了现实世界中的多模型集成预测,对评分规则的行为(通常称为元验证)进行了分析。

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