Comments (7)
It uses FFT and IFFT.
from 3d-gan-superresolution.
The super-resolution scale in this article is in three dimensions or two dimensions. Can the Fourier transform reduce the resolution simultaneously in three dimensions
from 3d-gan-superresolution.
Yes, it can reduce in 3 dimensions. I've implemented it.
from 3d-gan-superresolution.
Can you show me this part of the code? Many of the documents I have seen are only degrading the resolution by zeroing the outer part of the 3D k-space along two axes representing two MR phase encoding directions.
from 3d-gan-superresolution.
Here. Let me know if there is a better method.
from 3d-gan-superresolution.
I looked at your method and it seems to be truncated in both phase encoding directions.
imgfft = imgfft [:, y_center-x: y_center + x, z_center-x: z_center + x] .
This code should be used for K-space truncation. I want to know whether it can be truncated in all three dimensions.
from 3d-gan-superresolution.
zeroing the outer part of the 3D k-space along two axes representing two MR phase encoding directions, then inverse Fourier transform will be better. The resulting image will be the same size as the hr image
from 3d-gan-superresolution.
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from 3d-gan-superresolution.