Laser sensor depth data reconstruction method based on compressed sampling matching pursuit
A laser sensor, depth data technology, applied in electrical components, code conversion, etc., can solve problems such as large amount of data, periodic and effective statistics and analysis of the growth status of unfavorable crops, and long plant growth cycle.
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[0030] In the compressed sensing theory, the measurement matrix Φ is used to realize the compressed sampling of the sensor depth data, and the wavelet transform is used to realize the sparse representation of the original signal. The sparse representation of the signal f is f=Ψθ, Ψ is a sparse matrix, and θ is K sparse Sparse vector, then the sampled values obtained:
[0031] y=Φf=ΦΨθ=Aθ
[0032] In the formula, y is the data sampling value of M×1 dimension, f is the N×1 signal composed of sensor depth data, Φ is the measurement matrix of M×N dimension, Ψ is the sparse matrix of N×N dimension, and θ is the N×1 dimension sparse vector.
[0033] The dimension M of the compressed sampling value y is much smaller than the dimension N of the original sensor depth data signal f, which realizes the projection from high dimension to low dimension, which is the compression process. When y contains enough original signal information, in Under certain conditions, the reconstruction o...
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