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Support-Safe Variational Hybrid Filtering for Contact-Mode and Sparse-Law Recovery

NeurIPS 2026 · Probabilistic and scientific modeling › Dynamical systems · approach: State-space inference for stochastic systems · 0 citations (OpenAlex)

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Proposes VHyDRO, a support-safe variational hybrid state-space model that mixes the learned proposal with a model-feasible transition carrier, jointly infers continuous latent and discrete contact modes, and fits sparse port-Hamiltonian laws per mode.

Problem

Amortized variational filters for partially observed contact-rich robot dynamics can lose feasible contact branches (zero proposal mass), causing unstable importance weights, mode collapse, and poor interpretable physics recovery.

Approach

Sample from a defensive mixture of the learned proposal and the model's feasible one-step transition law with a pre-sampling mixture weight chosen from a variance certificate, use the same mixture in the importance weight, and combine with a discrete contact mode and mode-conditioned sparse port-Hamiltonian regression.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: ManiSkill 2 HDF5 demonstrations (PushCube-v1, PokeCube-v1, PullCubeTool-v1, PegInsertionSide-v1) Contact-style tasks (PickCube, PokeCube, PullCube, PushCube) BridgeData-style diagnostics

Benchmarks: ManiSkill 2 demonstrations Sawyer/BridgeData-style diagnostics known-equation hybrid systems

Metrics: ESS/N relative weight variance empirical relative variance NLL ECE Cov90 Mode F1 ARI change-point F1 segment purity

Baselines: VHyDRO no-support (lambda=0) smooth latent HMM no-mode no-sparsity no-pH

Builds on: defensive mixture importance sampling FIVO Lasso port-Hamiltonian systems SINDy

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