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MHEntropy: Entropy Meets Multiple Hypotheses for Pose and Shape Recovery
{Angela Yao Linlin Yang Rongyu Chen}

Abstract
For monocular RGB-based 3D pose and shape estimation, multiple solutions are often feasible due to factors like occlusion and truncation. This work presents a multi-hypothesis probabilistic framework by optimizing the Kullback-Leibler divergence (KLD) between the data and model distribution. Our formulation reveals a connection between the pose entropy and diversity in the multiple hypotheses that has been neglected by previous works. For a comprehensive evaluation, besides the best hypothesis (BH) metric, we factor in visibility for evaluating diversity. Additionally, our framework is label-friendly, in that it can be learned from only partial 2D keypoints, e.g., those that are visible. Experiments on both ambiguous and real-world benchmarks demonstrate that our method outperforms other state-of-the-art multi-hypothesis methods in a comprehensive evaluation. The project page is at https://gloryyrolg.github.io/MHEntropy.
Benchmarks
| Benchmark | Methodology | Metrics |
|---|---|---|
| multi-hypotheses-3d-human-pose-estimation-on | MHEntropy | Average PMPJPE (mm): 36.8 |
| multi-hypotheses-3d-human-pose-estimation-on-2 | MHEntropy (3D) | Best-Hypothesis MPJPE (n = 25): - Best-Hypothesis PMPJPE (n = 25): 50.6 H36M PMPJPE (n = 1): - H36M PMPJPE (n = 25): 36.8 Most-Likely Hypothesis PMPJPE (n = 1): - |
| multi-hypotheses-3d-human-pose-estimation-on-2 | MHEntropy (2D Vis) | Best-Hypothesis MPJPE (n = 25): - Best-Hypothesis PMPJPE (n = 25): 66.4 H36M PMPJPE (n = 1): - H36M PMPJPE (n = 25): 51.3 Most-Likely Hypothesis PMPJPE (n = 1): - |
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