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Sensitivity analysis of land cover change prediction model in the presence of aleatory and epistemic imperfection

机译:存在偶然和认知缺陷的土地覆盖变化预测模型的敏感性分析

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Making accurate decision about forthcoming Land Cover Change (LCC) are generally complex. Besides, input parameters for LCC prediction systems are varied and married by imperfection that have a significant influence on out results of these systems. This imperfection is divided into two classes: aleatory imperfection and epistemic imperfection. Studying the effect of these parameters on systems output can help improving decision. Sensitivity Analysis (SA) has an important role in the identification and reduction of the imperfection. In literature, Sobol indices, are most popular. However, they have computational cost and time demanding. Recently, the Derivative-based Global Sensitivity Measure (DGSM) appears to overcome this problem. In this paper, we present a SA approach to address both types of imperfections related to LCC prediction model taking into account correlation among parameters. Performances of the proposed approach are proved using several real-world data sets representing the Port region, Reunion Island. Experiments made demonstrate the effectiveness and the efficiency of the proposed approach.
机译:对即将到来的土地覆被变化(LCC)做出准确的决定通常很复杂。此外,用于LCC预测系统的输入参数会因缺陷而变化并结合在一起,这些缺陷会对这些系统的输出结果产生重大影响。此缺陷分为两类:偶然缺陷和认知缺陷。研究这些参数对系统输出的影响可以帮助改善决策。敏感性分析(SA)在识别和减少瑕疵方面具有重要作用。在文学中,Sobol指数最受欢迎。但是,它们具有计算成本和时间要求。最近,基于导数的全局灵敏度度量(DGSM)似乎克服了这一问题。在本文中,我们提出了一种SA方法来解决与LCC预测模型相关的两种类型的缺陷,同时考虑了参数之间的相关性。使用代表了留尼汪岛港口地区的几个实际数据集证明了该方法的性能。实验表明该方法的有效性和有效性。

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