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基于特征量积与PCA的小波遥感图像融合
引用本文:刘成云,陈振学,常发亮,尹秉坤.基于特征量积与PCA的小波遥感图像融合[J].计算机工程与应用,2010,46(33):201-204.
作者姓名:刘成云  陈振学  常发亮  尹秉坤
作者单位:1. 山东大学,控制科学与工程学院,济南,250061
2. 深圳市南山区科技园,数字技术园,广东,深圳,518057
基金项目:国家自然科学基金,教育部博士点专项基金,中国博士后科学基金特别资助 
摘    要:在遥感图像融合中,传统PCA算法会损失部分有用信息,从而使得融合结果的光谱分辨率受到较大影响,针对这种情况,借助小波变换优良的时频分析特性,利用特征量积来融合多光谱图像的第一主成分,实现了一种基于特征量积与PCA的小波遥感图像融合算法。通过对来自不同场景不同卫星的多光谱和全色图像进行融合实验,结果表明,该算法无论在主观视觉还是在客观统计数据上,均具有比其他方法较佳的融合效果。

关 键 词:特征量积  主成分分析(PCA)变换  遥感图像融合  小波变换
收稿时间:2010-9-8
修稿时间:2010-11-3  

Wavelet remote sensing image fusion based On feature product of PCA
LIU Cheng-yun,CHEN Zhen-xue,CHANG Fa-liang,YIN Bing-kun.Wavelet remote sensing image fusion based On feature product of PCA[J].Computer Engineering and Applications,2010,46(33):201-204.
Authors:LIU Cheng-yun  CHEN Zhen-xue  CHANG Fa-liang  YIN Bing-kun
Affiliation:1.School of Control Science and Engineering,Shandong University,Jinan 250061,China 2.Digital Technology Park,Science and Technology Park of Nanshan District,Shenzhen,Guangdong 518057,China)
Abstract:This paper discusses the PCA(Principal Component Analysis) and a few remote sensing image fusion methods that combine the PCA and the WT(Wavelet Transform).Traditional PCA algorithms loss some useful information about spectral characteristics of the first principal component of multi-spectral images, and influence largely the spectral resolution of fusion images.A remote sensing image fusion algorithm is implemented based on the feature product of the PCA and wavelet, which makes use of the time-frequency analysis features of wavelet transform and feature product that fuses the first principal component of multi-spectral images.The improved algorithm has been tested on various multi-spectral and panchromatic satellite remote sensing images for different areas.Experiment results show that the algorithm has a better fusion result from the perspective of either subjective visual effect or objective statistical data.
Keywords:feature product  Principal Component Analysis (PCA) transform  remote sensing image fusion  wavelet transform
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