N-CovSel在变量选择中的潜力:以多光谱图像时间序列为例

Eva Lopez-Fornieles, B. Tisseyre, A. Cheraiet, Belal Gaci, J. Roger
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引用次数: 1

摘要

多年来,多光谱图像时间序列一直很有前景;然而,所涉及的技术的巨大进步,以及遥感应用的空间、时间和光谱能力的前所未有的结合,带来了新的挑战,特别是对能够处理不同维度卫星信息的方法的需求。考虑到遥感时间序列中存在多重共线性问题,回归模型是对多路数据进行建模的广泛工具。本文介绍了在极端天气事件框架下对Sentinel-2时间序列的高阶数据进行分析的结果。N-CovSel是一种多路数据的特征提取方法,用于确定解释2019年热浪期间地中海葡萄园产量损失的最相关特征。基于朗格多克-鲁西永地区107个葡萄园区块的可用热浪影响数据和5月至8月期间的多光谱时间序列预测数据,校准了从N-CovSel算法提取的特征的不同回归模型(单向和多向)。通过R2和误差均方根(RMSE)评估模型的性能,如下所示:对于时间N-PLS模型(R2=0.62-RMSE=11%),对于空间N-PLS模型(r2=0.61-RMSE=12%)和时间谱PLS模型(r 2=0.63-RMSE=11%)。结果验证了所提出的N-CovSel算法的有效性,以减少总变量的数量并将其限制在最显著的变量。N-CovSel算法似乎是通过在时间上区分最合适的光谱信息来解释复杂多光谱图像的合适选择。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Potential of N-CovSel for Variable Selection: A Case Study on Time-Series of Multispectral Images
Multispectral image time-series have been promising for some years; yet, the substantial advance of the technology involved, with unprecedented combinations of spatial, temporal, and spectral capabilities for remote sensing applications, raises new challenges, in particular, the need for methodologies that can process the different dimensions of satellite information. Considering that the multi-collinearity problem is present in remote sensing time-series, regression models are widespread tools to model multi-way data. This paper presents the results of the analysis of a high order data of Sentinel-2-time series, conducted in the framework of extreme weather event. A feature extraction method for multi-way data, N-CovSel was used to identify the most relevant features explaining the loss of yield in Mediterranean vineyards during the 2019 heatwave. Different regression models (uni-way and multi-way) from features extracted from the N-CovSel algorithm were calibrated based on available heat wave impact data for 107 vineyard blocks in the Languedoc-Roussillon region and multispectral time-series predictor data for the period May to August. The performance of the models was evaluated by the r 2 and the root mean square of error (RMSE) as follows: for the temporal N-PLS model (r 2 = 0.62—RMSE = 11%), for the spatial N-PLS model (r 2 = 0.61—RMSE = 12%) and the temporal-spectral PLS model (r 2 = 0.63—RMSE = 11%). The results validated the effectiveness of the proposed N-CovSel algorithm in order to reduce the number of total variables and restricting it to the most significant ones. The N-CovSel algorithm seems to be a suitable choice to interpret complex multispectral imagery by temporally discriminating the most appropriate spectral information.
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