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Forecast of environment systems using expert judgements: performance comparison between the possibilistic and the classical model

机译:使用专家判断的环境系统预测:可能性和古典模型的性能比较

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摘要

Expert judgment is widely used to inform forecasts (e.g. using the 5th, 50th and 95th percentile of some variable of interest) for a large variety of applications related to environment systems. This task can rely on Cooke’s classical model (CM) within the probabilistic framework, and consists in combining expert information after a preliminary step where experts are weighted using calibration and informativeness scores estimated using some seed questions for which the answers can be obtained. In the literature, an alternative model (PM) has been proposed using a different framework to process the information supplied by experts, namely possibility theory. In the present study, we assess whether both models perform similarly when the seed questions are different from those used to determine the scores, i.e. by taking the viewpoint of forecast. Using an extensive out-of-sample validation procedure, two aspects are investigated using 33 expert datasets: (1) robustness to the set of calibration questions used to estimate the scores, i.e. whether the best and worst performing expert differs; (2) forecast performance, i.e. the degree of accuracy and informativeness of the derived forecast intervals. Regarding (1), the validation procedure shows that PM is less sensitive. Regarding (2), PM achieves more accuracy but with less informativeness when the averaging operator is used. Interestingly, the differences with CM only remain of moderate magnitude for the considered cases despite the conceptual dissimilarities of both models and their lack of agreement on the selection of the best performing expert.
机译:专家判断被广泛用于告知预测(例如,使用某些兴趣的第5次,第50和第95百分位数)对于与环境系统有关的各种应用程序。这项任务可以依赖于概率框架内的Cooke的经典模型(CM),并在初步步骤之后组合专家信息,其中使用校准和信息性评分使用一些种子问题可以获得答案的校准。在文献中,已经提出了使用不同框架来处理由专家提供的信息的替代模型(PM),即可能性理论。在本研究中,我们评估两种模型是否与用于确定得分的分数的种子问题不同,即通过预测的观点来看。使用广泛的采样验证程序,使用33个专家数据集调查了两个方面:(1)用于估计分数的校准问题集的鲁棒性,即是最佳和最糟糕的表演专家的不同; (2)预测性能,即派生预测间隔的准确性和信息程度。关于(1),验证程序表明PM不太敏感。关于(2),PM在使用平均运算符时实现更准确性,但在较少的信息不那么信息。有趣的是,尽管模型的概念分化及其缺乏关于最佳表现专家的协议,但对于所考虑的案件,厘米的差异仅为适度的案例。

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