2013
DOI: 10.1109/tgrs.2012.2230270
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Super-Resolution Based on Compressive Sensing and Structural Self-Similarity for Remote Sensing Images

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Cited by 123 publications
(55 citation statements)
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“…in representation of lakes using data time series, halftoning, and morphological filtering (Muad and Foody 2012). Approaches based on discrete wavelet transform for hyperspectral images (Patel and Joshi 2015) and structural self-similarity, identifying similar structures in RS images (Pan et al 2013), have been recently proposed. Assuming the existence of co-registered images of different spatial and spectral resolutions, Atkinson et al (2008) used downscaling cokriging for image mapping, whereas Song et al (2015) avoided the restriction for co-registration through an image degradation model via blurring and downsampling and deriving a simulated medium resolution image from a high resolution one; the former was then used to extract a dictionary employed to increase the resolution of the originally targeted medium resolution image.…”
Section: Aquatic Mappingmentioning
confidence: 99%
“…in representation of lakes using data time series, halftoning, and morphological filtering (Muad and Foody 2012). Approaches based on discrete wavelet transform for hyperspectral images (Patel and Joshi 2015) and structural self-similarity, identifying similar structures in RS images (Pan et al 2013), have been recently proposed. Assuming the existence of co-registered images of different spatial and spectral resolutions, Atkinson et al (2008) used downscaling cokriging for image mapping, whereas Song et al (2015) avoided the restriction for co-registration through an image degradation model via blurring and downsampling and deriving a simulated medium resolution image from a high resolution one; the former was then used to extract a dictionary employed to increase the resolution of the originally targeted medium resolution image.…”
Section: Aquatic Mappingmentioning
confidence: 99%
“…Boucher et al [2] also proposed a geostatistical solution for super-resolution of remote sensing images using sequential indicator simulation to obtain multiple possible stochastic results. Pan et al [7] proposed a super-resolution reconstruction method of remote sensing images based on compressive sensing, structural self-similarity, and dictionary learning. Generally speaking, super-resolution reconstruction is a process of combining one or multiple low-resolution spatial images to produce a high-resolution image, and is a powerful tool to acquire the desired spatial resolution in remote sensing.…”
Section: Introductionmentioning
confidence: 99%
“…Example-based SR approaches break the limitations existing in the traditional reconstruction-based algorithms. They learn the mapping relationship between the corresponding pre-processed low and high resolution training samples to recover the missed HF details, mainly including learningbased approach [4], neighborhood embedding approach [5] and sparse representation methods [6][7][8][9][10][11][12][13][14][15][16][17][18], etc.…”
Section: Introductionmentioning
confidence: 99%
“…The reconstruction method in [17] modified the algorithm of Yang [6][7][8] with the CS theory, reducing the number of training dictionary but still using external several training images. Pan in [15][16] and Zhu in [18] modified the method in [17] not relying on any external images, assuming that the low resolution patches can be considered as the compressed sensing version of high resolution patches under the framework of CS theory.…”
Section: Introductionmentioning
confidence: 99%