Sparse matrix based compressed sensing processing method for hyperspectral remote sensing images
A hyperspectral remote sensing and sparse matrix technology, applied in the field of compressed sensing processing, can solve the problem of complex hardware implementation of Gaussian random matrix
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[0048] A compressive sensing processing method for hyperspectral remote sensing images based on sparse matrices, including wavelet transform, data type conversion, quantization, sparse matrix compression coding, Orthogonal Matching Pursuit (OMP) decoding, data type inverse transformation, and inverse quantization And the eight steps of wavelet inverse transform, in which wavelet transform, data type conversion, quantization and sparse matrix compression coding are collectively referred to as the encoding process, orthogonal pursuit matching (OMP) decoding, data type inverse transform, inverse quantization and wavelet inverse transform are collectively referred to as Decoding process, the steps of the method are as follows:
[0049] (1) Wavelet transform
[0050] The hyperspectral remote sensing image data is subjected to wavelet transform, and its coefficients in the wavelet domain are recorded as quantized input data; the discrete wavelet transform formula is as follows:
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