首页> 外文会议>Conference on Geoinformation Science Symposium >The Effects of Polynomial Interpolation and Resampling Methods in Geometric Correction on the Land-cover Classification Accuracy of Landsat-8 OLI Imagery: A Case Study of Kulon Progo Area, Yogyakarta
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The Effects of Polynomial Interpolation and Resampling Methods in Geometric Correction on the Land-cover Classification Accuracy of Landsat-8 OLI Imagery: A Case Study of Kulon Progo Area, Yogyakarta

机译:多项式插值和重采样方法对土地覆盖分类精度的几何校正:kulon progo区的案例研究,日惹

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Geometric correction is an important step in image pre-processing, because it determines the the positional accuracy ofthe data. However, the geometric correction also includes pixel values interpolation in their new position, so that it maychange original values. This study objectives were (a) to provide information on the effect of geometric correctionmodels on the accuracy of land-cover classification, especially using per-pixel classification with maximum likelihoodalgorithm; and (b) to assess the effect of image resampling methods on the accuracy of the multispectral classificationresults. This study made use of Landsat 8 OLI Level 1G imagery covering Kulon Progo Area, Yogyakarta, so thatseveral ground control points (GCPs) were needed to suppress geometric errors. Non-systematic geometric correctionwas undertaken using first, second and third order polynomial transformations. After that, several resampling processeswere applied to the geometrically corrected image, i.e. Nearest Neighbour, Bilinear and Cubic Convolutioninterpolations. It was found that the affine transformation using six GCPs distributed over the edges of the image,delivered an RMSE value of 0.355539. In addition, the second order polynomial with 10 GCPs scattered around theedges of the image gave an RMSE value of 0.178053. While the third order polynomial transformation with 17 GCPsthat were evenly distributed in the image produced an RMSE value of 0.100343. The resampling process produced newimages with new pixel values, which were then tested with respect to their classification accuracies based on maximumlikelihood algorithm. Samples for accuracy assessment were taken using stratified random sampling strategy. Sampleswere taken in terms of polygons whose size was determined by considering the pixels’ displacement as the results ofgeometric corrections. This study also found that resampling with nearest neighbour interpolation using third orderpolynomial equation produced the best overall accuracy of 75.46%, with a Kappa of 0.7032.
机译:几何校正是图像预处理的重要步骤,因为它决定了位置精度数据。然而,几何校正还包括其新位置的像素值插值,因此它可以更改原始值。本研究目标是(a)提供有关几何校正效果的信息陆地覆盖分类准确性的模型,特别是使用最大可能性的每像素分类算法; (b)评估图像重采采样方法对多光谱分类准确性的影响结果。本研究采用了Landsat 8 Oli Level 1G图像覆盖Kulon Progo Area,Yogyakarta,所以需要几个地面控制点(GCP)来抑制几何误差。非系统性几何校正使用第一,第二和三阶多项式转换进行。之后,几个重采样过程应用于几何校正的图像,即最近的邻居,双线性和立方卷积插值。发现使用六个GCP分布在图像边缘上的仿射变换,提供了0.355539的RMSE值。另外,具有10个GCP的二阶多项式分散在图像的边缘给出了0.178053的RMSE值。而第三阶多项式转换,具有17个GCP在图像中均匀分布,产生了0.100343的RMSE值。重新采样过程产生了新的具有新像素值的图像,然后根据最大值对其分类精度进行测试似然算法。使用分层随机抽样策略采取精度评估的样品。样本通过将像素的位移视为结果而确定的多边形来拍摄几何校正。本研究还发现,使用第三顺序使用最近的邻插值重新采样多项式方程产生了75.46%的最佳总精度,Kappa为0.7032。

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