重采样
过度拟合
随机森林
空间分析
交叉验证
计算机科学
数据挖掘
人工智能
环境科学
机器学习
统计
数学
人工神经网络
作者
Panagiotis Tziachris,Melpomeni Nikou,Vassilis Aschonitis,Andreas Kallioras,Katerina Sachsamanoglou,María Dolores Fidelibus,Evangelos Tziritis
出处
期刊:Water
[MDPI AG]
日期:2023-06-18
卷期号:15 (12): 2278-2278
被引量:5
摘要
Machine learning (ML) algorithms are extensively used with outstanding prediction accuracy. However, in some cases, their overfitting capabilities, along with inadvertent biases, might produce overly optimistic results. Spatial data are a special kind of data that could introduce biases to ML due to their intrinsic spatial autocorrelation. To address this issue, a special resampling method has emerged called spatial cross-validation (SCV). The purpose of this study was to evaluate the performance of SCV compared with conventional random cross-validation (CCV) used in most ML studies. Multiple ML models were created with CCV and SCV to predict groundwater electrical conductivity (EC) with data (A) from Rhodope, Greece, in the summer of 2020; (B) from the same area but at a different time (summer 2019); and (C) from a new area (the Salento peninsula, Italy). The results showed that the SCV provides ML models with superior generalization capabilities and, hence, better prediction results in new unknown data. The SCV seems to be able to capture the spatial patterns in the data while also reducing the over-optimism bias that is often associated with CCV methods. Based on the results, SCV could be applied with ML in studies that use spatial data.
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