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Remote sensing image fusion using the curvelet transform

机译:使用Curvelet变换的遥感图像融合

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摘要

This paper presents an image fusion method suitable for pan-sharpening of multispectral (MS) bands, based on nonseparable multi-resolution analysis (MRA). The low-resolution MS bands are resampled to the fine scale of the panchromatic (Pan) image and sharpened by injecting highpass directional details extracted from the high-resolution Pan image by means of the curvelet transform (CT). CT is a nonseparable MRA, whose basis functions are directional edges with progressively increasing resolution. The advantage of CT with respect to conventional separable MRA, either decimated or not, is twofold. Firstly, directional detail coefficients matching image edges may be preliminarily soft-thresholded to achieve a noise reduction that is better than that obtained in the separable wavelet domain. Secondly, modeling of the relationships between high-resolution detail coefficients of the MS bands and of the Pan image is more fitting, being accomplished in the directional multiresolution domain. Experiments are carried out on very-high-resolution MS + Pan images acquired by the QuickBird and Ikonos satellite systems. Fusion simulations on spatially degraded data, whose original MS bands are available for reference, show that the proposed curvelet-based fusion method performs slightly better than the state-of-the art. Fusion tests at the full scale reveal that an accurate and reliable Pan-sharpening, little affected by local inaccuracies even in the presence of complex and detailed urban landscapes, is achieved by the proposed method.
机译:本文提出了一种基于不可分多分辨率分析(MRA)的适用于多光谱(MS)波段全景锐化的图像融合方法。将低分辨率的MS波段重新采样到全色(Pan)图像的精细比例,并通过注入通过Curvelet变换(CT)从高分辨率的Pan图像中提取的高通方向细节,将其锐化。 CT是不可分离的MRA,其基本功能是具有逐渐提高的分辨率的定向边缘。与传统的可分离MRA相比,CT的优势是双重的。首先,可以预先对与图像边缘匹配的方向细节系数进行软阈值处理,以实现比可分离小波域更好的降噪效果。其次,在方向多分辨率域中完成对MS波段和Pan图像的高分辨率细节系数之间关系的建模更为合适。实验是在QuickBird和Ikonos卫星系统获得的超高分辨率MS + Pan图像上进行的。对空间退化数据的融合仿真(其原始MS波段可供参考)表明,所提出的基于Curvelet的融合方法的性能比现有技术稍好。全面的融合测试表明,通过所提出的方法,可以实现准确可靠的泛锐化,即使存在复杂而详细的城市景观,也几乎不受本地误差的影响。

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