Traditional spectral imagers require 2-dimensional detectors. We present a new method to im-plement spectral imagers with linear detector imager systems based on spectrum compressed. Using 1-dimension detectors instead of 2-dimension detectors to get 3-dimensional data cubes, the spectral imagers could get both the spectral information and the spatial information of each ground object. By the method of characteristics decoupling, we make high precision reconstruction of compressed data. Theoretical analysis and simulations show that it not only ensures the imaging quality but also reduces the dimension of the detectors and complexity of imaging system greatly
Shannon / Nyquist sampling theorem indicates that during the sampling process the minimum sample rat...
Shannon / Nyquist sampling theorem indicates that during the sampling process the minimum sample rat...
International audienceRecently we demonstrated the reconstruction of a hyperspectral datacube with 1...
In this chapter we describe methods how to compress spectral imaging data. Normally the spectral dat...
Coded aperture snapshot spectral imager (CASSI) based on compressed sensing can capture a three-dime...
Spectral imaging systems capture spectral and spatial information from a scene to produce a spectral...
Acquisition of high dimensional Hyperspectral Imaging (HSI) data using limited dimensionality imagin...
Compressed Sensing (CS) theory is progressively gaining more interest over scientists of different f...
International audienceCompressive spectral imagers reduce the number of sampled pixels by coding and...
International audienceCompressive spectral imagers reduce the number of sampled pixels by coding and...
International audienceIn the past years, one common way of enhancing the spatial resolution of a hyp...
International audienceRecently we demonstrated the reconstruction of a hyperspectral datacube with 1...
International audienceRecently we demonstrated the reconstruction of a hyperspectral datacube with 1...
Hyperspectral imaging entails data typically spanning hundreds of contiguous wavebands in a certain ...
Hyperspectral imaging entails data typically spanning hundreds of contiguous wavebands in a certain ...
Shannon / Nyquist sampling theorem indicates that during the sampling process the minimum sample rat...
Shannon / Nyquist sampling theorem indicates that during the sampling process the minimum sample rat...
International audienceRecently we demonstrated the reconstruction of a hyperspectral datacube with 1...
In this chapter we describe methods how to compress spectral imaging data. Normally the spectral dat...
Coded aperture snapshot spectral imager (CASSI) based on compressed sensing can capture a three-dime...
Spectral imaging systems capture spectral and spatial information from a scene to produce a spectral...
Acquisition of high dimensional Hyperspectral Imaging (HSI) data using limited dimensionality imagin...
Compressed Sensing (CS) theory is progressively gaining more interest over scientists of different f...
International audienceCompressive spectral imagers reduce the number of sampled pixels by coding and...
International audienceCompressive spectral imagers reduce the number of sampled pixels by coding and...
International audienceIn the past years, one common way of enhancing the spatial resolution of a hyp...
International audienceRecently we demonstrated the reconstruction of a hyperspectral datacube with 1...
International audienceRecently we demonstrated the reconstruction of a hyperspectral datacube with 1...
Hyperspectral imaging entails data typically spanning hundreds of contiguous wavebands in a certain ...
Hyperspectral imaging entails data typically spanning hundreds of contiguous wavebands in a certain ...
Shannon / Nyquist sampling theorem indicates that during the sampling process the minimum sample rat...
Shannon / Nyquist sampling theorem indicates that during the sampling process the minimum sample rat...
International audienceRecently we demonstrated the reconstruction of a hyperspectral datacube with 1...