Selection of training samples for updating conventional soil map based on spatial neighborhood analysis of environmental covariates

地形湿度指数 协变量 随机森林 分水岭 选择(遗传算法) 统计 样品(材料) 土工试验 环境科学 空间分析 土壤科学 数字土壤制图 数学 土壤图 计算机科学 土壤水分 遥感 地理 人工智能 机器学习 数字高程模型 色谱法 化学
作者
Hong Gao,Xinyue Zhang,Liangjie Wang,Xiaohua He,Feixue Shen,Lin Yang
出处
期刊:Geoderma [Elsevier BV]
卷期号:366: 114244-114244 被引量:2
标识
DOI:10.1016/j.geoderma.2020.114244
摘要

Abstract Selection of training samples plays an important role in updating conventional soil maps with data mining models. In this paper, we developed a method to determine spatial locations of training samples based on spatial neighborhood analysis of environmental covariates for each soil polygon. Training samples were selected based on a single environmental variable or integrated variables generated using multiple variables. Sensitivity analysis was also conducted to test the effect of different spatial neighborhood sizes and selected sample numbers on soil mapping accuracy. Random selection of training samples from soil polygons and soil types respectively were applied to compare with the proposed method in a study area in Raffelson watershed in La Crosse, Wisconsin of USA. Random forest was adopted as the soil prediction model. Results showed that training samples selected using single variables such as Topographic Wetness Index (TWI), slope, plan curvature, profile curvature or slope length factor with the proposed method improved the overall mapping accuracies compared with the conventional soil map, of which using TWI achieved the highest improvement of 27%. The proposed method using TWI, slope or slope length factor performed better than random selection strategies. Random selection from soil polygons generated higher overall mapping accuracies than from soil types. It was concluded that using composite environmental variables which could represent the soil forming environment of a study area well is recommended when applying the proposed method. The proposed method is not sensitive to the selected sample number, but an appropriate neighborhood size is needed for using the proposed method. In our study area with small spatial coverage, neighborhood size 5 × 5 or 3 × 3 is recommended.

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