fix: Update gemoetry.py

src/pose_estimation/gemoetry.py

@@ -68,19 +68,22 @@ def unproject_depth(pcd: Tensor, pose: Tensor, intrinsics: Tensor) -> Tensor:
     torch.Tensor
        The depth image created from the point cloud with dimensions [height, width].
     """
-    pcd_camera = torch.einsum("hwj,jk->hwk", pcd, torch.inverse(pose))
-
-    x = pcd_camera[..., 0]
-    y = pcd_camera[..., 1]
-    z = pcd_camera[..., 2]
-    u = (x / z) * intrinsics[0, 0] + intrinsics[0, 2]
-    v = (y / z) * intrinsics[1, 1] + intrinsics[1, 2]
-
-    grid = torch.stack((u / z.shape[1], v / z.shape[0]), dim=-1) * 2 - 1  # Normalize to [-1, 1]
-    depth = z.unsqueeze(0).unsqueeze(1)
-
-    projected_depth = F.grid_sample(depth, grid, mode='bilinear', padding_mode='zeros', align_corners=False)
-    return projected_depth.squeeze()
+    # Inverse transform to world coordinates (assuming pcd includes homogenous coordinate)
+    homogenous_world = torch.einsum('hwj,jk->hwk', pcd[..., 2:], torch.inverse(pose))
+
+    # Convert homogenous coordinates back to Euclidean coordinates in the camera frame
+    xyz_camera = homogenous_world[..., :3] / (homogenous_world[..., 3:4] + 1e-10)  # Adding epsilon to avoid division by zero
+
+    # Project points using intrinsics
+    projected = torch.einsum('ij,hwj->hwi', intrinsics, xyz_camera)
+    u = projected[:, :, 0] / (projected[:, :, 2] + 1e-10)  # u coordinate
+    v = projected[:, :, 1] / (projected[:, :, 2] + 1e-10)  # v coordinate
+
+    # Map (u, v) back to depth values
+    # Since depth values are typically in z, directly extract z from the transformed coordinates
+    depth_image = xyz_camera[:, :, 2]
+
+    return depth_image
 
 
 def compute_silhouette_diff(depth: Tensor, rastered_depth: Tensor) -> Tensor: