Pose2Mesh: Graph Convolutional Network for 3D Human Pose and Mesh Recovery from a 2D Human Pose

ECCV 2020  ·  Hongsuk Choi, Gyeongsik Moon, Kyoung Mu Lee ·

Most of the recent deep learning-based 3D human pose and mesh estimation methods regress the pose and shape parameters of human mesh models, such as SMPL and MANO, from an input image. The first weakness of these methods is an appearance domain gap problem, due to different image appearance between train data from controlled environments, such as a laboratory, and test data from in-the-wild environments. The second weakness is that the estimation of the pose parameters is quite challenging owing to the representation issues of 3D rotations. To overcome the above weaknesses, we propose Pose2Mesh, a novel graph convolutional neural network (GraphCNN)-based system that estimates the 3D coordinates of human mesh vertices directly from the 2D human pose. The 2D human pose as input provides essential human body articulation information, while having a relatively homogeneous geometric property between the two domains. Also, the proposed system avoids the representation issues, while fully exploiting the mesh topology using a GraphCNN in a coarse-to-fine manner. We show that our Pose2Mesh outperforms the previous 3D human pose and mesh estimation methods on various benchmark datasets. For the codes, see https://github.com/hongsukchoi/Pose2Mesh_RELEASE.

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Task Dataset Model Metric Name Metric Value Global Rank Uses Extra
Training Data
Result Benchmark
3D Hand Pose Estimation FreiHAND Pose2Mesh PA-MPVPE 7.8 # 6
PA-MPJPE 7.7 # 6
PA-F@5mm 67.4 # 5
PA-F@15mm 96.9 # 7
3D Hand Pose Estimation HO-3D Pose2Mesh Average MPJPE (mm) 33.2 # 9
ST-MPJPE (mm) 33.3 # 15
PA-MPJPE (mm) 12.5 # 14
3D Human Pose Estimation Human3.6M Pose2Mesh Average MPJPE (mm) 64.9 # 266
PA-MPJPE 48.7 # 93

Results from Other Papers


Task Dataset Model Metric Name Metric Value Rank Uses Extra
Training Data
Source Paper Compare
3D Human Pose Estimation 3DPW Pose2Mesh PA-MPJPE 58.3 # 87
MPJPE 88.9 # 86
MPVPE 106.3 # 62
Acceleration Error 22.6 # 19

Methods


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