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Hi, authors.
Thank you for the great work. I really enjoyed reading through your work.
In the mean time, I got a question on the loss function (in the code).
From the paper, the MFM computes losses on real and imaginary part of frequency representations between the prediction and target.
Now, my question is in your code (line 64 and 65 in frequency_loss.py), you are doing
tmp = (recon_freq - real_freq) ** 2
loss = torch.sqrt(tmp[..., 0] + tmp[..., 1] + 1e-12) ** self.loss_gamma, given recon_freq and real_freq are tensors of complex number of shape (NxPxCxHxW).
Then, what would "tmp[..., 0] + tmp[..., 1]" mean?
Are you computing the loss only over the first and second elements of W dimension?
Please correct me if I am misunderstanding anything from your code above.
The text was updated successfully, but these errors were encountered:
Hi, authors.
Thank you for the great work. I really enjoyed reading through your work.
In the mean time, I got a question on the loss function (in the code).
From the paper, the MFM computes losses on real and imaginary part of frequency representations between the prediction and target.
Now, my question is in your code (line 64 and 65 in frequency_loss.py), you are doing
tmp = (recon_freq - real_freq) ** 2
loss = torch.sqrt(tmp[..., 0] + tmp[..., 1] + 1e-12) ** self.loss_gamma, given recon_freq and real_freq are tensors of complex number of shape (NxPxCxHxW).
Then, what would "tmp[..., 0] + tmp[..., 1]" mean?
Are you computing the loss only over the first and second elements of W dimension?
Please correct me if I am misunderstanding anything from your code above.
The text was updated successfully, but these errors were encountered: