Hyperspectral image compressed sensing method based on heavy weighting laplacian sparse prior
A hyperspectral image and sparse prior technology, which is applied in the field of hyperspectral image compression sensing based on reweighted Laplacian sparse prior, can solve the problem of low reconstruction accuracy
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[0060] The specific steps of the hyperspectral image compression sensing method based on the re-weighted Laplace sparse prior of the present invention are as follows:
[0061] will contain n b bands, each band contains n p Each band of the hyperspectral image of pixels is stretched into a row vector, and all row vectors form a two-dimensional matrix, Among them, each column of X represents the spectrum corresponding to each pixel, and this direction is the spectral dimension; each row of X corresponds to all pixel values of a band, and this direction is the spatial dimension. The present invention mainly comprises following four steps, specifically as follows:
[0062] 1. Obtain compressed data.
[0063] Gaussian random observation matrix with column normalization Sampling the spectral dimension of the hyperspectral image X to obtain compressed data m b Indicates the length of the compressed band, ρ=m b / n b is the sampling rate.
[0064] G=AX+N (1) where, Indi...
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