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Satellite Image Change Detection Using Laplacian-Gaussian Distributions

机译:使用Laplacian-Gaussian分布进行卫星图像改变检测

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摘要

In this paper, Bayesian based change detection (CD) algorithm is proposed for satellite images, using prevalent probability distributions in spatial domain. The log ratio difference image (DI) is generated from two images acquired over the same area at different time instants. DI is clustered into two classes namely changed and unchanged using K-means clustering for basic discrimination. For further progress, changed pixels are modeled with Laplacian probability density function (pdf) whereas, unchanged pixels with Gaussian pdf. Expressions are derived for the parameters of pdfs using iterative free negative order fractional moments in order to avoid convergence problems. Binary CD map is generated using Bayesian threshold. Experimental results show that the proposed method is effective by achieving better performance in terms of false alarm as 2.3% and overall accuracy as 97.7% in less computing time compared with the state-of-the-art methods.
机译:本文采用空间域中的普遍概率分布,提出了基于贝叶斯基于变化检测(CD)算法。 从在不同时间瞬间在相同区域获取的两个图像中生成对数比差异图像(DI)。 DI被聚集成两个类,即使用K-means集群进行基本辨别的k-means集群更改和保持不变。 为了进一步进步,改变的像素用Laplacian概率密度函数(PDF)建模,而具有高斯PDF的不变像素。 使用迭代免费负阶小数时刻来导出PDF的参数的表达式,以避免收敛问题。 使用贝叶斯阈值生成二进制CD地图。 实验结果表明,与最先进的方法相比,该方法通过在误报方面实现更好的性能,在误报中实现更好的性能,为2.3%和整体准确性为97.7%,与最先进的方法相比。

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