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Safe Active Dynamics Learning and Control: A Sequential Exploration-Exploitation Framework

delete2022-10-01
delete36
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OA
AI
T
Thomas Lew *
A
Apoorva Sharma
J
J. Michael Harrison
A
Andrew Bylard
M
Marco Pavone
DOI:10.1109/TRO.2022.3154715delete
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Abstract

Abstract

En 中文
Safe deployment of autonomous robots in diverse scenarios requires agents that are capable of efficiently adapting to new environments while satisfying constraints. In this article, we propose a practical and theoretically justified approach to maintain safety in the presence of dynamics uncertainty. Our approach leverages Bayesian meta-learning with last-layer adaptation. The expressiveness of neural-network features trained offline, paired with efficient last-layer online adaptation, enables the derivation of tight confidence sets, which contract around the true dynamics as the model adapts online. We exploit these confidence sets to plan trajectories that guarantee the safety of the system. Our approach handles problems with high dynamics uncertainty, where reaching the goal safely is potentially initially infeasible, by first exploring to gather data and reduce uncertainty, before autonomously exploiting the acquired information to safely perform the task. Under reasonable assumptions, we prove that our framework guarantees the high-probability satisfaction of all constraints at all times jointly, i.e., over the total task duration. This theoretical analysis also motivates two regularizers of last-layer meta-learning models that improve online adaptation capabilities as well as performance by reducing the size of the confidence sets. We extensively demonstrate our approach in simulation and on hardware.
Keywords:
Uncertainty
Adaptation models
Task analysis
Safety
Data models
Trajectory optimization
System dynamics
Chance-constrained planning
dynamics
meta-learning
reachability analysis
robotics
system identification

Journal

IEEE Transactions on Robotics cover
IEEE Transactions on Robotics
IF:
10.5
Papers:
3.3K
Citations:
2.8W

Organization

S
Stanford University
Scholars:
9.6W
Papers: 8.2W
Citations: 17.0W