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A systematic investigation of geostatistical image fusion for the improvement of the spectral fidelity and spatial detail in Landsat MS imagery

机译:为了改善Landsat MS影像的光谱保真度和空间细节,对地统计学影像融合进行了系统研究

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摘要

This is the first systematic investigation into the assumptions of image fusion using regression Kriging (RK) - a geostatistical method - illustrated with Landsat MS (multispectral) and SPOT (Satellite Pour l'Observation de la Terre) panchromatic images. The efficiency of different linear regression and Kriging methods in the fusion process is examined by visual and quantitative indicators. Results indicate a trade-off between spectral fidelity and spatial detail preservation for the GLS (generalized least squares regression) and OLS (ordinary least squares regression) methods in the RK process: OLS methods preserve more spatial detail, while GLS methods retain more spectral information from the MS images but at a greater computational cost. Under either OK (ordinary Kriging) or UK (universal Kriging) with either OLS or GLS, the spherical variogram improves spatial details from the panchromatic image, while the exponential variogram maintains more spectral information from the MS image. Overall, RK-based fusion methods outperform conventional fusion approaches from both the spectral and spatial point of view.
机译:这是使用回归Kriging(RK)(一种地统计方法)对图像融合的假设进行的首次系统研究,以Landsat MS(多光谱)和SPOT(萨尔特卫星观测)全色图像说明。通过视觉和定量指标检查融合过程中不同线性回归和克里格方法的效率。结果表明,在RK过程中,GLS(广义最小二乘回归)和OLS(普通最小二乘回归)方法在光谱保真度和空间细节保留之间进行了权衡:OLS方法保留了更多的空间细节,而GLS方法保留了更多的光谱信息来自MS图像,但计算成本更高。在使用OLS或GLS的OK(通用克里金)或UK(通用克里金)下,球形变异函数可改善全色图像的空间细节,而指数变异函数可维护MS图像的更多光谱信息。总体而言,基于RK的融合方法从光谱和空间角度上都优于常规融合方法。

著录项

  • 来源
    《International journal of remote sensing》 |2016年第20期|4778-4798|共21页
  • 作者单位

    Univ Ottawa, Dept Geog Environm & Geomat, Lab Appl Geomat & GIS Sci, Ottawa, ON, Canada;

    Univ Ottawa, Dept Geog Environm & Geomat, Lab Appl Geomat & GIS Sci, Ottawa, ON, Canada;

    Geol Survey Canada, Ottawa, ON, Canada;

  • 收录信息 美国《科学引文索引》(SCI);美国《工程索引》(EI);
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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