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Error Analysis and Improvements of Spectral Angle Mapper (SAM) Model

机译:光谱角映射器(SAM)模型的误差分析和改进

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Spectral Angle Mapper (SAM) model has got wide applications in hyperspectral Remote Sensing (RS) information processing. But Spectral Angle couldn't achieve satisfied performance in some cases because of its sensitivity to noises and uncertainty. Based on the analysis to traditional SAM algorithm, four types of errors and their impacts to spectral angle are investigated. In order to reduce the impacts of above errors, some improved algorithms are proposed and experimented. The first improved algorithm is grouping spectral angle algorithm. In this new algorithm all bands are divided into two sets by odd and even bands, that means two additional sub-vectors are created in addition to the original spectral vector. So three spectral angles will be computed and the minimum of three indexes is used as final index. The second improved algorithm is normalized spectral angle. In this way spectral angle is computed to the normalized vectors of two original vectors. Two approaches are used to normalize the spectral vector, and spectral angle is computed to the normalized vectors. This algorithm is able to decrease the impacts of random errors. The third algorithm is intersected spectral angle. Spectral angle is calculated by a spectral displacement strategy in this approach. That means a given displacement to change the corresponding bands of two spectral vectors is used and a spectral angle to the displaced vectors will be got. By this displacement strategy the impacts of band offset is reduced. Finally some experiments are used to test those improved algorithms. It proves that those new approaches can reduce and control the errors and improve the precision and reliability of similarity measure.
机译:光谱角映射器(SAM)模型在高光谱遥感(RS)信息处理中得到了广泛的应用。但是,由于光谱角对噪声和不确定性的敏感性,在某些情况下无法获得令人满意的性能。在对传统SAM算法进行分析的基础上,研究了四种误差及其对光谱角的影响。为了减少上述错误的影响,提出了一些改进的算法并进行了实验。第一种改进的算法是分组频谱角算法。在这种新算法中,所有频带均按奇数和偶数频带分为两组,这意味着除了原始频谱向量之外,还创建了两个附加子向量。因此,将计算三个光谱角度,并将三个指标中的最小值用作最终指标。第二种改进算法是归一化光谱角。这样,频谱角被计算为两个原始矢量的归一化矢量。使用两种方法对光谱向量进行归一化,并针对归一化向量计算光谱角。该算法能够减少随机误差的影响。第三种算法是相交的光谱角。光谱角度是通过这种方法中的光谱位移策略来计算的。这意味着使用给定的位移来改变两个光谱向量的相应频带,并且将获得与位移向量的光谱角度。通过这种位移策略,减少了频带偏移的影响。最后,一些实验被用来测试那些改进的算法。证明了这些新方法可以减少和控制误差,提高相似度测量的精度和可靠性。

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