Comments (7)
The result after normalization is a little bit better.
from sr-gnn.
Sorry to misunderstand your question.
As shown in the image, u_A_out is the transposed matrix of u_A_in. Since a horizontal vector in the connection matrix represents the connection relationship of one node.
from sr-gnn.
Yeah, but what confuses me is it seems the code and the figure in the paper doesn't match.
Take the above figure as an example, some of the corresponding variables in the code looks like:
So i say maybe we should add a transpose in u_A_in and u_A_out?
from sr-gnn.
We have added a transpose in u_A after concatenating the u_A_in and u_A_out. You can refer to our code in utils.py
.
from sr-gnn.
Oh, I guess what you refer to is the pytorch code, and what I showed before is the tensorflow code, but I didn't see the transpose. I hope this time we are on the same page.
from sr-gnn.
Thank you for pointing out. I think it does need a transpose.
Our original code is the PyTorch version and the Tensorflow version is reproduced by another student after the paper was accepted. I will recheck the Tensorflow code to make sure it is consistent with the Pytorch version as well as the paper. And if you are in a hurry, you can refer to our PyTorch code first.
from sr-gnn.
Got it, thanks for your patient reply.
from sr-gnn.
Related Issues (20)
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from sr-gnn.