Closed chensnathan closed 5 years ago
@chensnathan you misunderstand it. "using the center-ness computed from the predicted regression vector" means that we do not use a separate head for center-ness and compute it with the predicted (l, t, b, r) instead.
ok, I see. Thanks for the explanation. It solves my problem.
Hi, thanks for your excellent work.
In the latest version of the paper, as illustrated in Table 4, the results of using the center-ness computed from the predicted regression vector are worse than those of using the proposed center-ness branch. If I understand the statement correctly, "using the center-ness computed from the predicted regression vector" means to predict a
HxWx5
feature map in the regression branch, in which the first 4 channels are (l; t; r; b), and the last channel is the center-ness. So the parameters of the last conv layer in the regression branch should be a (5, 256, 3, 3) weight and a (5, ) bias.In Table 3, you move the center-ness branch to the regression branch and obtain further improvements. Under the
ctr. on reg
assumption, in the regression branch, the parameters of the last layer contain two parts: 1. the params in the regression target branch, which should be a (4, 256, 3, 3) weight and a (4, ) bias; 2. the params in the center-ness target branch, which should be a (1, 256, 3, 3) weight and (1, ) bias.In fact, the two settings mentioned above are equal from both the params view and the loss optimization view. I am confused about the difference between the results (33.5 vs 37.4) shown in the paper. Could you explain why there is a large gap between the results? Thanks in advance.