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A benchmark for multivariate probabilistic solar irradiance forecasts

机译:多元概率太阳辐照度预测的基准

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It is well-known that decision-making processes benefit from the inclusion of uncertainty. Such optimization problems typically extend over a control horizon and could span multiple locations or regions. In addition to uncertainty, these optimization problems require as input a trajectory of scalar values that exhibits the correct spatial and temporal dependencies. Probabilistic forecasts quantify the uncertainty by means of quantiles, predictive distributions or ensembles for a forecast horizon and a site or a region separately, and therefore generally lack spatial and temporal dependencies. One solution is to use a copula to model the spatial or temporal dependencies, which, in combination with the probabilistic forecasts, can be used to issue correlated trajectory forecasts. However, there is currently no benchmark model available to compare multivariate probabilistic solar forecasts with. This paper proposes a multivariate probabilistic ensemble (MuPEn) benchmark model and shows that it generalizes the complete-history persistence ensemble (CH-PeEn) to the multivariate case. The proposed benchmark model requires a forecast issue time and a forecast horizon to construct a multivariate empirical distribution of historical clear-sky index measurements from which a multivariate ensemble forecast can be sampled. Similar to CH-PeEn, the proposed benchmark model generates forecasts that are generally calibrated and consistent in terms of energy score and variogram score.
机译:众所周知,决策过程受益于包含不确定性。这种优化问题通常在控制范围内延伸,并且可能跨越多个位置或区域。除了不确定性之外,这些优化问题还要求输入展示正确的空间和时间依赖性的标量值的轨迹。概率预测通过分类,预测地平线和网站或地区的量级,预测分布或集合来量化不确定性,因此通常缺乏空间和时间依赖性。一种解决方案是使用Copula来模拟空间或时间依赖性,其与概率预测结合使用,可用于发出相关的轨迹预测。但是,目前没有可用于比较多变量概率的太阳能预测的基准模型。本文提出了多元概率合奏(MUPEN)基准模型,并展示它将完整历史持久性集成(CH-PEEEEN)概括为多变量情况。所提出的基准模型需要预测发行时间和预测地平线,以构建历史清晰天空指数测量的多元经验分布,从中可以采样多元集合预测。类似于CH-PEEEEEN,所提出的基准模型产生预测,通常在能量分数和变形仪评分方面校准和一致。

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