Tom Wehrbein, Marco Rudolph, Bodo Rosenhahn, Bastian Wandt
3D human pose estimation from monocular images is a highly ill-posed problem due to depth ambiguities and occlusions. Nonetheless, most existing works ignore these ambiguities and only estimate a single solution. In contrast, we generate a diverse set of hypotheses that represents the full posterior distribution of feasible 3D poses. To this end, we propose a normalizing flow based method that exploits the deterministic 3D-to-2D mapping to solve the ambiguous inverse 2D-to-3D problem. Additionally, uncertain detections and occlusions are effectively modeled by incorporating uncertainty information of the 2D detector as condition. Further keys to success are a learned 3D pose prior and a generalization of the best-of-M loss. We evaluate our approach on the two benchmark datasets Human3.6M and MPI-INF-3DHP, outperforming all comparable methods in most metrics. The implementation is available on GitHub.
| Task | Dataset | Metric | Value | Model |
|---|---|---|---|---|
| 3D Human Pose Estimation | MPI-INF-3DHP | PCK | 84.3 | Probabilistic Monocular |
| 3D Human Pose Estimation | Human3.6M | Average MPJPE (mm) | 44.3 | Probabilistic Monocular (T=200) |
| 3D Human Pose Estimation | Human3.6M | Average MPJPE (mm) | 61.8 | Probabilistic Monocular (T=1) |
| Pose Estimation | MPI-INF-3DHP | PCK | 84.3 | Probabilistic Monocular |
| Pose Estimation | Human3.6M | Average MPJPE (mm) | 44.3 | Probabilistic Monocular (T=200) |
| Pose Estimation | Human3.6M | Average MPJPE (mm) | 61.8 | Probabilistic Monocular (T=1) |
| 3D | MPI-INF-3DHP | PCK | 84.3 | Probabilistic Monocular |
| 3D | Human3.6M | Average MPJPE (mm) | 44.3 | Probabilistic Monocular (T=200) |
| 3D | Human3.6M | Average MPJPE (mm) | 61.8 | Probabilistic Monocular (T=1) |
| 1 Image, 2*2 Stitchi | MPI-INF-3DHP | PCK | 84.3 | Probabilistic Monocular |
| 1 Image, 2*2 Stitchi | Human3.6M | Average MPJPE (mm) | 44.3 | Probabilistic Monocular (T=200) |
| 1 Image, 2*2 Stitchi | Human3.6M | Average MPJPE (mm) | 61.8 | Probabilistic Monocular (T=1) |