3.8 Article

Remote Sensing Image Fusion with Convolutional Neural Network

Journal

SENSING AND IMAGING
Volume 17, Issue -, Pages -

Publisher

SPRINGER
DOI: 10.1007/s11220-016-0135-6

Keywords

Remote sensing image fusion; Super-resolution; Convolutional neural network; Gram-Schmidt transform

Funding

  1. National Natural Science Foundation of China [61102108]
  2. Scientific Research Fund of Hunan Provincial Education Department [YB2013B039]
  3. Young talents program of the University of South China
  4. construct program of key disciplines in USC [NHXK04]

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Remote sensing image fusion (RSIF) is referenced as restoring the high resolution multispectral image from its corresponding low-resolution multispectral (LMS) image aided by the panchromatic (PAN) image. Most RSIF methods assume that the missing spatial details of the LMS image can be obtained from the high resolution PAN image. However, the distortions would be produced due to the much difference between the structural component of LMS image and that of PAN image. Actually, the LMS image can fully utilize its spatial details to improve the resolution. In this paper, a novel two-stage RSIF algorithm is proposed, which makes full use of both spatial details and spectral information of the LMS image itself. In the first stage, the convolutional neural network based super-resolution is used to increase the spatial resolution of the LMS image. In the second stage, Gram Schmidt transform is employed to fuse the enhanced MS and the PAN images for further improvement the resolution of MS image. Since the spatial resolution enhancement in the first stage, the spectral distortions in the fused image would be decreased in evidence. Moreover, the spatial details can be preserved to construct the fused images. The QuickBird satellite source images are used to test the performances of the proposed method. The experimental results demonstrate that the proposed method can achieve better spatial details and spectral information simultaneously compared with other well-known methods.

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