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ICCV2023顶会

MHEntropy: Entropy Meets Multiple Hypotheses for Pose and Shape Recovery

Rongyu Chen, Linlin Yang, Angela Yao

2023年份
13被引次数
7顶会引用

摘要

For monocular RGB-based 3D pose and shape estimation, multiple solutions are often feasible due to factors like occlusions and truncations. 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 – it can be learned from only partial 2D keypoints, such as visible keypoints. Experiments on both ambiguous and real-world benchmarks demonstrate that our method outperforms other state-of-the-art multi-hypothesis methods. The project page is at https://gloryyrolg.github.io/MHEntropy.

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