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Remote Sensing for Natural Resources    2025, Vol. 37 Issue (1) : 46-53     DOI: 10.6046/zrzyyg.2023258
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Residual trend method based on regional modeling and machine learning for attribution of vegetation changes
HU Boyang1,2,3(), SUN Jianguo1,2,3(), ZHANG Qian1,2,3, YANG Yunrui1,2,3
1. Faculty of Geomatics, Lanzhou Jiaotong University, Lanzhou 730070, China
2. National-Local Joint Engineering Research Center of Technologies and Applications for National Geographic State Monitoring, Lanzhou 730070, China
3. Gansu Provincial Engineering Laboratory for National Geographic State Monitoring, Lanzhou 730070, China
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Abstract  

Existing residual trend methods utilize a pixel-by-pixel modeling strategy, in which the ordinary least squares method is employed. These methods suffer certain limitations. On the one hand, the pixel-by-pixel modeling strategy causes each model to contain signal interference from human activities in local space. On the other hand, the ordinary least squares method is unfavorable for simulating commonly observed nonlinear characteristics. This study proposed an entirely new residual trend method based on regional modeling and machine learning. Besides, this study compared two types of environmental variables used to express spatial heterogeneity: ①direct-environmental variables (DEVs) such as terrain, hydrology, and land use; and ②proxy-environmental variables (PEVs) that combine the spatiotemporal series of vegetation and climate. First, a regional modeling strategy was adopted. After DEVs and PEVs were introduced individually, models for the vegetation-climate relationship were built using machine learning. Second, residuals were determined based on the definition of the residual trend method. Finally, the contributions of anthropogenic and climatic factors to vegetation change were assessed. The results indicate that compared to the previous pixel-by-pixel residual trend method that utilizes ordinary least squares, the new residual trend method can simulate the nonlinear features of the vegetation-climate relationship and exhibits enhanced resistance to human signal interference. For the new method, significantly higher performance can be achieved using PEVs compared to DEVs. PEVs can fully utilize the original modeling data, without increasing difficulties with data acquisition and avoiding additional data errors. The residual trend method based on regional modeling and machine learning proposed in this study allows for more effective attribution of vegetation changes.

Keywords attribution of vegetation change      regional modeling      machine learning algorithm      residual trend method      spatial heterogeneity     
ZTFLH:  TP79  
Issue Date: 17 February 2025
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Boyang HU
Jianguo SUN
Qian ZHANG
Yunrui YANG
Cite this article:   
Boyang HU,Jianguo SUN,Qian ZHANG, et al. Residual trend method based on regional modeling and machine learning for attribution of vegetation changes[J]. Remote Sensing for Natural Resources, 2025, 37(1): 46-53.
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https://www.gtzyyg.com/EN/10.6046/zrzyyg.2023258     OR     https://www.gtzyyg.com/EN/Y2025/V37/I1/46
Fig.1  Overview of Gansu Province
变量类 简称 数据源 空间分辨率
高程 DEV1 www.resdc.cn 90 m
坡度 DEV2 www.resdc.cn 90 m
到道路的距离 DEV3 www.openstreetmap.org 矢量
到水体的距离 DEV4 www.geodata.cn 矢量
夜间灯光 DEV5 www.ngdc.noaa.gov 1 km
地表覆盖类型 DEV6 data.casearth.cn 30 m
初期植被状态 DEV7 ladsweb.modaps.eosdis.nasa.gov 1 km
Tab.1  DEVs in regional machine learning method
植被变化类型 S L O o b e S L O e s t S L O r e s 贡献率/%
气候因素 人为因素
植被恢复 0
(且 P 0.05)
0 0 S L O e s t S L O o b e × 100 S L O r e s S L O o b e × 100
0 0 100 0
0 0 0 100
植被退化 0
(且 P 0.05)
0 0 S L O e s t S L O o b e × 100 S L O r e s S L O o b e × 100
0 0 100 0
0 0 0 100
Tab.2  Calculation method for contribution of climate and human factors
Fig.2  The relationship between a single climate factor and the simulated values of aNDVI in regional machine learning method
Fig.3  Effect of vegetation change and its attribution in the research area
Fig.4  Relationship between climate and the simulated values of aNDVI in typical areas with differences in output between regional machine learning method using direct environment variables and pixel by pixel least squares method
Fig.5  High resolution images of Region I and Region II in 2009 and 2020
Fig.6  Actual land cover types of typical areas with different output differences between regional machine learning method using direct environment variables and regional machine learning method using PEVs
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