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Statistical and separability properties of the polarimetrySAR matrix elements

机译:偏振物矩阵元素的统计和可分离性质

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The development of the polarimetric synthetic aperture radar (PolSAR) applications has been accelerated by coming of new generation of SAR polarimetric satellites (TerraSAR-X, COSMO-SkyMed, RADARSAT-2, ALOS, etc.). The aim of this article is to extract the information content of the polarimetric SAR data. Cross products of four channels "NH, HV, VH, and VV" could be at least nine features in vector space and by applying the different class separability criterion, the impacts of each feature, for extracting different patterns, could be tested. We have chosen the large distance between classes and small distance within-class variances as our criterion to rank the features. Due to high mutual correlation between some of the features, it is preferable to combine the features which result in the lower number of features. Also the computational complexity will be decreased when we have lower number of features. Due to these advantages, our goal would be to decrease the number of features in vector space. To achieve that, a subset of ranked features consists of two to nine ranked features will be classified and the classification accuracy of different subsets will be evaluated. It is possible that some of the new features that have been added to the old subsets change the classification accuracy. Finally different feature subsets which were selected based on the various class-separability approaches will be compared. The subset that gives the highest overall accuracy would be the best representative of the nine originally features.
机译:通过新一代SAR偏振卫星(Terrasar-X,Cosmo-Skymed,Radarsat-2,Alos等)来加速了极化合成孔径雷达(POLSAR)应用的开发已经加速。本文的目的是提取偏振SAR数据的信息内容。四个通道“NH,HV,VH和VV”的交叉产品可以是矢量空间中的至少九个特征,并且通过应用不同的类别可分离标准,可以测试每个特征的影响,可以测试不同模式。我们选择了课堂内的课程和小距离之间的大距离作为我们的标准来对特征进行排名。由于某些特征之间的高相互相关性,优选地组合产生具有较低特征的特征。当我们具有较少数量的功能时,计算复杂性也会减少。由于这些优势,我们的目标是减少矢量空间中的特征数量。为此,排名特征的子集由两到九个排名的特征组成,将分类,并将评估不同子集的分类精度。添加到旧子集中的一些新功能可能会更改分类准确性。最后将比较基于各种类别可分离方法选择的不同特征子集。提供最高精度的子集是九个最初特征的最佳代表。

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