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    基于空间统计学的高光谱遥感影像主成分选择方法

    Principal component selection method for hyperspectral remote sensing images based on spatial statistics

    • 摘要: 主成分分析是一种广泛使用的高光谱遥感影像降维方法,在面向任务的工作中,基于累计方差贡献率的主成分选择方法效果并不理想。针对主成分分析变换后主成分选择的问题,提出基于空间统计学的主成分选择方法。计算各主成分的半变异函数参数变程、拱高、基台值,综合变程和拱高/基台值实现主成分的选择。变程的大小用以判断每一个主成分空间相关性的范围,拱高/基台值的大小用以判断每一个主成分空间相关性的强弱。仿真实验证明了变程和拱高/基台值可以有效表达高光谱遥感影像空间相关性的范围和强弱。在真实高光谱遥感影像实验的基础上,从主观和客观2个方面来综合确定主成分选择的经验阈值,即变程为2.5、拱高/基台值为0.2。从基于支持向量机算法的分类结果来看,和传统方法相比,利用变程和拱高/基台值可以筛选出图像质量较好的主成分,不仅能够达到降维的目的,同时能够保证足够高的分类精度。

       

      Abstract: The principal component analysis is a widely used method for dimensionality reduction of hyperspectral remote sensing images. In task-oriented work, the principal component selection method based on cumulative variance contribution rate is not ideal. To address the problem of principal component selection after principal component analysis transformation, a method of principal component selection based on spatial statistics is proposed. The selection of principal components is performed by calculating the values of the semi-variogram parameter range and partial sill/sill of each principal component. The magnitude of a range is used to judge the range of spatial correlation of each principal component, and the partial sill/sill is used to judge the strength of spatial correlation of each principal component. The simulation proves that the variable range and partial sill/sill can effectively express the range and strength of spatial correlation of hyperspectral remote sensing images. Based on the experiment of real hyperspectral remote sensing images, the empirical threshold of principal component selection is determined from subjective and objective aspects, that is, the range is 2.5, and the partial sill/sill is 0.2. According to the classification results based on the support vector machine algorithm, compared with traditional methods, the principal components with better image quality can be screened by using variable range and partial sill/sill, which can not only achieve the purpose of dimensionality reduction, but also ensure high classification accuracy.

       

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