首页> 外文期刊>International Archives of the Photogrammetry, Remote Sensing and Spatial Information Sciences >A COMPARISON OF MACHINE-LEARNING REGRESSION ALGORITHMS FOR THE ESTIMATION OF LAI USING LANDSAT - 8 SATELLITE DATA
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A COMPARISON OF MACHINE-LEARNING REGRESSION ALGORITHMS FOR THE ESTIMATION OF LAI USING LANDSAT - 8 SATELLITE DATA

机译:利用LANSAT - 8卫星数据估算机器学习回归算法的比较

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The leaf area index (LAI) is one of key variable of crops which plays important role in agriculture, ecology and climate change for global circulation models to compute energy and water fluxes. In the recent research era, the machine-learning algorithms have provided accurate computational approaches for the estimation of crops biophysical parameters using remotely sensed data. The three machine-learning algorithms, random forest regression (RFR), support vector regression (SVR) and artificial neural network regression (ANNR) were used to estimate the LAI for crops in the present study. The three different dates of Landsat-8 satellite images were used during January 2017 – March 2017 at different crops growth conditions in Varanasi district, India. The sampling regions were fully covered by major Rabi season crops like wheat, barley and mustard etc. In total pooled data, 60% samples were taken for the training of the algorithms and rest 40% samples were taken as testing and validation of the machinelearning regressions algorithms. The highest sensitivity of normalized difference vegetation index (NDVI) with LAI was found using RFR algorithms (R2 = 0.884, RMSE = 0.404) as compared to SVR (R2 = 0.847, RMSE = 0.478) and ANNR (R2 = 0.829, RMSE = 0.404). Therefore, RFR algorithms can be used for accurate estimation of LAI for crops using satellite data.
机译:叶面积指数(LAI)是作物的关键变量之一,在农业,生态和气候变化中起重要作用,以计算能源和水通量。在最近的研究时代,机器学习算法已经提供了使用远程感测数据估计作物生物物理参数的准确计算方法。三种机器学习算法,随机森林回归(RFR),支持向量回归(SVR)和人工神经网络回归(ANNR)用于估算本研究中的作物的赖。 Landsat-8卫星图像的三个不同日期在2017年1月 - 2017年3月在印度瓦拉纳西区的不同作物生长条件下。采样区完全被小麦,大麦和芥末等主要的rabi季节作物所覆盖。总汇总数据,采用60%样品进行算法训练,并将40%样品作为测试和验证的机械学恢复进行测试和验证算法。与SVR(R2 = 0.847,RMSE = 0.478)和AnnR(R2 = 0.829,RMSE = 0.404相比,使用RFR算法(R2 = 0.884,RMSE = 0.404)找到具有LAI的归一化差异植被指数(RMSE = 0.404)的最高敏感性。(R2 = 0.829,RMSE = 0.404 )。因此,RFR算法可用于使用卫星数据来精确估计赖氏的赖。

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