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Comparison and Analysis Research on Geometric Correction of Remote Sensing Images

机译:遥感影像几何校正的比较分析研究

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The algorithms of remote image approximate geometric correction are mainly based on the least squares method (LSM) about linear or nonlinear models. Their disadvantages lie in overfitting, poor generalizing ability, and enough amount samples demand, due to the principle of the empirical risk minimization (ERM). It is put forward that the geometric correction algorithm of remote image making's use of support vector machine, combined with the essence theory of image approximate geometric correction. One testing region is selected; the coordinates of the ground control points in the remote image and in the ground are measured. Varying number control points are selected to correct the remote image. Other control points serve as testing points, by the cluster algorithm. The approximate geometric correction algorithm, neural network, and support vector machines algorithm are applied to geometrically correct the images respectively, and the comparison analysis of the correction accuracy is obtained.
机译:远程图像近似几何校正算法主要基于关于线性或非线性模型的最小二乘法(LSM)。由于经验风险最小化(ERM)的原理,它们的缺点在于拟合过度,泛化能力差以及需要足够数量的样本。提出了基于支持向量机的远程图像几何校正算法,并结合图像近似几何校正的本质理论。选择一个测试区域;测量远程图像和地面中地面控制点的坐标。选择不同数量的控制点以校正远程图像。聚类算法将其他控制点用作测试点。应用近似几何校正算法,神经网络和支持向量机算法分别对图像进行几何校正,得到校正精度的比较分析。

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