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小波域正则化遥感图像融合
引用本文:袁琪,张艳宁,周诠,赵荣椿.小波域正则化遥感图像融合[J].西北工业大学学报,2008,26(5).
作者姓名:袁琪  张艳宁  周诠  赵荣椿
作者单位:1. 西北工业大学计算机学院
2. 西安空间无线电技术研究所国家重点实验室,陕西,西安,71007
摘    要:遥感图像融合过程中,为了在增强空间分辨率的同时减少光谱损失,文章提出了一种改进的强度-色调-饱和度和小波的融合算法,新算法在原算法中,引入正则化技术。以小波域局部高斯模型作为光谱分布先验概率,以全色图小波系数做为空间分布先验概率,以马尔可夫随机场描述空间特征,通过梯度下降法迭代优化,实现了光谱和空间信息总损失最小的图像融合。对美地球资源卫星5的增强专题图像的融合试验证明文中提出的算法可同时提高多光谱及全色图像与融合图像的相关性,有效改善融合效果。

关 键 词:小波变换  局部高斯分布  马尔可夫随机场  正则化

Improving Remote Sensing Image Fusion Based on Regularization in Wavelet Domain
Yuan Qi,Zhang Yanning,Zhou Quan,Zhao Rongchun.Improving Remote Sensing Image Fusion Based on Regularization in Wavelet Domain[J].Journal of Northwestern Polytechnical University,2008,26(5).
Authors:Yuan Qi  Zhang Yanning  Zhou Quan  Zhao Rongchun
Abstract:Aim.Ref.4,authored by M.Choi,should and can,in our opinion,be further improved.In the full paper,we explain our improvements in some detail;in this abstract,we just add some pertinent remarks to naming the first two sections.Section 1 is: image fusion based on regularization in wavelet domain.In section 1,we present the regularization conditions as shown in eq.(11) deduced by us.Section 2 is: the fusion algorithm and its implementation.Its three subsections are: the algorithm(subsection 2.1),the rules for fusing wavelet coefficients(subsection 2.2) and the seven-step procedure of our new algorithm.In subsection 2.1,we use the gradient descent technique to iterate the wavelet domain,thus accomplishing the image fusion with the least loss of spectral information and spatial characteristics.In subsection 2.2,we use eq.(16) to compute the fusion coefficients of multi-spectral and panchromatic images.The analysis and comparison of experimental results and statistical results,shown in Fig.1 and Table 1 respectively and obtained by utilizing the U.S.Landsat-7 Enhanced Thematic Mapper Plus(ETM ) data,point out preliminarily that our algorithm can effectively enhance the spatial characteristics of images and preserve their spectral information.
Keywords:image fusion  wavelet transforms  Markov processes  regularization
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