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yss_np = Yss[0].cpu().data.numpy()
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gt_ref_map = yss_np # (B, 1, h, w)
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# For every gt patch from the gt_ref_map
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for b in range(0, gt_ref_map.shape[0]):
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y_idx, x_idx = np.where(gt_ref_map[b][0] > 0)
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num_heads = y_idx.shape[0]
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if num_heads > 1:
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distances = (x_idx - x_idx[np.newaxis, :].T) ** 2 + (y_idx - y_idx[np.newaxis, :].T) ** 2
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min_distances = np.sqrt(np.partition(distances, 1, axis=1)[:, 1])
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min_distances = np.minimum(min_distances, np.inf) ##? WHY INF???
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box_inds = np.digitize(min_distances, BOX_SIZE_BINS_NPY, False)
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box_inds = np.maximum(box_inds - 1, 0) # to make zero based indexing
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elif num_heads == 1:
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box_inds = np.array([BOX_SIZE_BINS_NPY.shape[0] - 1])
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else:
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box_inds = np.array([])
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assert(np.all(box_inds < BOX_SIZE_BINS_NPY.shape[0]))
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scale_inds = np.digitize(box_inds, SCALE_BINS_ON_BOX_SIZE_BINS, False)
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# Assign the w_maps
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check_sum = 0
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for i, (yss, w_map) in enumerate(zip(Yss, Yss_out)):
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scale_sel_inds = (scale_inds == i)
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check_sum += np.sum(scale_sel_inds)
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if scale_sel_inds.shape[0] > 0:
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# find box index in the scale
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sel_box_inds = box_inds[scale_sel_inds]
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scale_box_inds = sel_box_inds % 3
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heads_y = y_idx[scale_sel_inds] // PRED_DOWNSCALE_FACTORS[3-i]
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heads_x = x_idx[scale_sel_inds] // PRED_DOWNSCALE_FACTORS[3-i]
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Yss_out[i][b, scale_box_inds, heads_y, heads_x] = BOX_SIZE_BINS_NPY[sel_box_inds]
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Yss_out[i][b, 3, heads_y, heads_x] = 0
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assert(check_sum == torch.sum(Yss[0][b]).item() == len(y_idx))
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Yss_out = [torch.cuda.FloatTensor(w_map) for w_map in Yss_out]
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check_sum = 0
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for yss_out in Yss_out:
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yss_out_argmax, _ = torch.max(yss_out[:, 0:3], dim=1)
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yss_out_argmax = (yss_out_argmax>0).type(torch.cuda.FloatTensor)
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check_sum += torch.sum(yss_out_argmax).item()
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yss = (Yss[0]>0).type(torch.cuda.FloatTensor)
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assert(torch.sum(yss) == check_sum)
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return Yss_out
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'''
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This function upsamples given tensor by a factor but make sures there is no repetition
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of values. Basically when upsampling by a factor of 2, there are 3 new places created. This fn.
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instead of repeating the values, marks them 1.
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Caveat : this function currently supports upsample by factor=2 only. For power of 2, use it
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multiple times. This doesn't support factors other than powers of 2
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Input - input (torch tensor) - A binary map denoting where the head is present. (Bx4xHxW)
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factor (int) - factor by which you need to upsample
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Output - output (torch tensor) - Upsampled and non-repeated output (Bx4xH'xW')
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H' - upsampled height
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W' - upsampled width
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'''
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def upsample_single(self, input_, factor=2):
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channels = input_.size(1)
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indices = torch.nonzero(input_)
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indices_up = indices.clone()
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# Corner case!
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if indices_up.size(0) == 0:
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return torch.zeros(input_.size(0),input_.size(1), input_.size(2)*factor, input_.size(3)*factor).cuda()
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indices_up[:, 2] *= factor
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indices_up[:, 3] *= factor
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output = torch.zeros(input_.size(0),input_.size(1), input_.size(2)*factor, input_.size(3)*factor).cuda()
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output[indices_up[:, 0], indices_up[:, 1], indices_up[:, 2], indices_up[:, 3]] = input_[indices[:, 0], indices[:, 1], indices[:, 2], indices[:, 3]]
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output[indices_up[:, 0], channels-1, indices_up[:, 2]+1, indices_up[:, 3]] = 1.0
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output[indices_up[:, 0], channels-1, indices_up[:, 2], indices_up[:, 3]+1] = 1.0
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output[indices_up[:, 0], channels-1, indices_up[:, 2]+1, indices_up[:, 3]+1] = 1.0
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output_check = nn.functional.max_pool2d(output, kernel_size=2)
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return output
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'''
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This function implements the GWTA loss in which it
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divides the pred and gt into grids and calculates
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loss on each grid and returns the maximum of the losses.
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input : pred (torch.cuda.FloatTensor) - Bx4xHxW - prediction from the network
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gt (torch.cuda.FloatTensor) - BxHxW - Ground truth points
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criterion - criterion to take the loss between pred and gt
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grid_factor (int) - the image would be divided in 2^grid_factor number of patches for takeing WTA loss
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output : max_loss (torch.FloatTensor) - Maximum of the grid losses
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'''
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def gwta_loss(self, pred, gt, criterion, grid_factor=2):
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