Path integral control is extended to Gaussian belief space for partially observed systems, yielding necessary and sufficient matching conditions, an exact Cole-Hopf linearization via Feynman-Kac, and the MPPI-Belief algorithm that outperforms certainty-equivalent and particle-filter baselines on a导航
Whittle,Risk-Sensitive Optimal Control
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Path Integral Control in Gaussian Belief Space for Partially Observed Systems
Path integral control is extended to Gaussian belief space for partially observed systems, yielding necessary and sufficient matching conditions, an exact Cole-Hopf linearization via Feynman-Kac, and the MPPI-Belief algorithm that outperforms certainty-equivalent and particle-filter baselines on a导航