Image fusion and super-resolution achievement method based on variation and fractional order differential
A fractional differential and super-resolution technology, applied in the fields of image processing and information fusion, which can solve the problems of high spatial resolution and single function of the image to be fused.
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Embodiment 1
[0042] Embodiment 1: as Figure 1-19 As shown, an image fusion and super-resolution implementation method based on variation and fractional differentiation, the steps of the method are as follows:
[0043] A. Combine multiple sources to be integrated l low resolution image as a multi-channel image , while introducing weighted multi-channel images ;in, for the first i images f i ( x , y ) weight coefficient;
[0044] B. Using the multi-channel image with weights in step A f ( x , y ) structure tensor eigenvalues and eigenvectors to describe the change of its own information, and thus obtain a weighted multi-channel image f ( x , y ) gradient information V ( x , y );
[0045] C. In terms of super-resolution implementation, assume an ideal super-resolution fusion image I is known, through the downsampling operator matrix H Act on this image to obtain a low-resolution fused image HI ;
[0046] D. According to the gradient information obtained in step B...
Embodiment 2
[0071] Embodiment 2: as Figure 1-19 As shown, an image fusion and super-resolution implementation method based on variation and fractional differentiation, the steps of the method are as follows:
[0072] A. Combine multiple sources to be integrated l low resolution image as a multi-channel image , while introducing weighted multi-channel images ;in, for the first i images weight coefficient;
[0073] B. Using the multi-channel image with weights in step A f ( x , y ) structure tensor eigenvalues and eigenvectors to describe the change of its own information, and thus obtain a weighted multi-channel image f ( x , y ) gradient information V ( x , y );
[0074] C. In terms of super-resolution implementation, assume an ideal super-resolution fusion image I is known, through the downsampling operator matrix H Act on this image to obtain a low-resolution fused image HI ; this process can be expressed as HI = P · I ·Q :
[0075] in,
[0076] ,
[0...
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