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海平面的统计降尺度:多标准分析在全球气候模型选择中的应用。

Statistical downscaling of sea levels: application of multi-criteria analysis for selection of global climate models.

机构信息

Department of Civil Engineering, National Institute of Technology Calicut, Kozhikode, Kerala, 673601, India.

出版信息

Environ Monit Assess. 2022 Sep 10;194(10):764. doi: 10.1007/s10661-022-10449-2.

Abstract

Sea level rise is one of the serious aftermaths of global warming on the hydrosphere. The scientific community often depends on global climate models (GCMs) for projection of future sea levels. Numerous GCMs are available; thus, selecting the most appropriate GCM/GCMs is a critical task to be performed prior to downscaling. In this study, multi-criteria decision-making (MCDM) techniques, namely, Preference Ranking Organisation Method of Enrichment Evaluation (PROMETHEE-II), Elimination Et Choice Translating Reality (ELECTRE-II), and compromise programming, were used to identify appropriate GCMs whose projections can be used to downscale sea level projections at Ernakulam, Kerala, India. Support vector machine was employed to statistically downscale the sea level projections from the projections of GCMs. Five statistical metrics, namely, correlation coefficient ([Formula: see text]), normalized root mean square error, absolute normalized average bias, mean absolute relative error, and skill score, were adopted in this study as the performance criteria. The weightage of each criterion was computed using the entropy method. Six GCMs (GISS-E2-H, CanESM2, ACCESS1-0, CNRM-CM5, GFDL-CM3, and CMCC-CM) were considered for the analysis based on the availability of predictors. GISS-E2-H, CanESM2, and ACCESS1-0 occupied the first three positions respectively in all three MCDM techniques.

摘要

海平面上升是水圈全球变暖的严重后果之一。科学界经常依赖全球气候模型(GCMs)来预测未来的海平面。有许多可用的 GCMs;因此,在进行降尺度分析之前,选择最合适的 GCM/GCMs 是一项关键任务。在这项研究中,使用多准则决策(MCDM)技术,即偏好排序组织法的富集评估(PROMETHEE-II)、排除和选择转化现实(ELECTRE-II)和妥协规划,来确定合适的 GCMs,其预测结果可用于对印度喀拉拉邦 Ernakulam 的海平面预测进行降尺度分析。支持向量机被用于从 GCMs 的预测中进行统计学上的海平面降尺度分析。本研究采用了五个统计指标,即相关系数([Formula: see text])、归一化均方根误差、绝对归一化平均偏差、平均绝对相对误差和技能评分,作为性能标准。每个标准的权重是使用熵方法计算的。根据预测因子的可用性,考虑了六个 GCMs(GISS-E2-H、CanESM2、ACCESS1-0、CNRM-CM5、GFDL-CM3 和 CMCC-CM)进行分析。在所有三种 MCDM 技术中,GISS-E2-H、CanESM2 和 ACCESS1-0 分别占据了前三位。

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