Image fusion method based on NSCT (Non Subsampled Contourlet Transform) and sparse representation
An image fusion and sparse representation technology, applied in the field of image fusion, can solve the problems of unfavorable extraction of useful information fusion, poor sparsity, etc.
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example 1
[0081] Example 1. Using sparse representation to improve the sparsity of NSCT low-frequency subbands and extract the unique and common features of the source image
[0082] 1 The dictionary learning steps in this example are as follows:
[0083] (1.1) Use NSCT to decompose infrared and visible light source images respectively, using "9-7" tower decomposition and "c-d" direction filter bank, and the number of directions taken by the high-frequency layer is 2 in turn 4 ,2 3 ,2 2 ,2 2 ;
[0084] (1.2) Initialize dictionary D∈R 64×256 ;
[0085] (1.3) For the low-frequency subband coefficients, the sliding window with a step size of 1 and a size of 8×8 extracts blocks from the upper left to the lower right, and then straightens the blocks and arranges them in sequence to form a matrix. The infrared low-frequency subband matrix is recorded for V 1 ; Visible light low-frequency sub-band matrix is denoted as V 2 ;
[0086] (1.4) Train a dictionary D with K-SVD algorith...
example 2
[0101] Example 2. The image fusion example of the present invention
[0102] Combine the method proposed by the invention with the traditional DWT-based image fusion method and the current NSCT-based image fusion method with superior performance 错误!未找到引用源。 And the image fusion method SOMP based on sparse representation 错误!未找到引用源。 and the JSR method 错误!未找到引用源。 Compare. The first two methods are transform-domain based methods, and the latter two are fusion methods based on sparse representations in the image domain. In the experiment, 240×320 and aligned infrared and visible light images were used. The wavelet type decomposed by DWT was 3rd-level db4 wavelet. The NSCT parameter setting and literature were wrong! No reference source was found. The same, that is, "9-7" tower decomposition and "c-d" direction filter bank, the number of directions taken by the high-frequency layer is 2 in turn 4 ,2 3 ,2 2 ,2 2 . The dictionary size of the sparse representation is all 64×256,...
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Abstract
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