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Human Motion Prediction Under Unexpected Perturbation

CVPR 2024 · Probabilistic and scientific modeling › Molecules and proteins · approach: Multimodal trajectory prediction · 6 citations (OpenAlex)

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Proposes Latent Differentiable Physics (LDP), combining an explicit differentiable inverted pendulum model with CVAE-based skeleton restoration, to predict human motion under unexpected physical perturbation in single- and multi-person settings from very little data.

Problem

Predicting human reactive motions under unexpected physical perturbation, including how pushes propagate through groups, where data is extremely scarce and interactions/forces are unobserved.

Approach

Maps full-body poses into a low-dimensional latent inverted pendulum model (IPM) state, simulates it with a differentiable physics model (balance-recovery PD control, friction, learned interaction forces), and recovers full-body poses with CVAE-based restoration networks, giving data efficiency and explainability.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Add differentiable IPM guidance instead of predicting poses directly (ablation)LDP · single-personMPJPE: 0.217 -> 0.110Helped
Add differentiable IPM guidance instead of predicting poses directly (ablation)LDP · single-personFSE: 0.196 -> 0.126Helped
Separate lower- and upper-body pose reconstruction (ablation)LDP with IPM · single-personFSE: 0.126 -> 0.069Helped
Separate lower- and upper-body pose reconstruction (ablation)LDP without IPM · single-personFSE: 0.196 -> 0.313Hurt
Use LDP rather than the strongest baselinesingle-person prediction · single-personMPJPE: 0.130 -> 0.097Helped
Use LDP rather than the strongest baselinemulti-people prediction · multi-peopleMPJPE: 0.162 -> 0.106Helped

Surprising findings

Limitations

Experimental setup

Datasets: FZJ Push

Benchmarks: FZJ Push

Metrics: MPJPE hipADE hipFDE MBLE FSE

Baselines: A2M ACTOR MDM RMDiffuse PhyVae siMLPe EqMotion MRT DuMMF TBIFormer JRFormer

Builds on: inverted pendulum model differentiable physics CVAE siMLPe EqMotion

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