Open-loop POMDP Simplification and Safe Skipping of Replanning with Formal Performance Guarantees
Da Kong, Vadim Indelman

TL;DR
This paper introduces a novel framework for simplifying POMDP planning with formal guarantees, enabling faster decision-making and safe replanning skipping while maintaining solution quality.
Contribution
It presents a new adaptive open-loop simplification method with formal bounds and a safe replanning skipping framework, both supported by theoretical guarantees.
Findings
Significant reduction in planning complexity demonstrated.
Formal bounds ensure the simplified approach identifies optimal actions.
Empirical results show substantial speedups with maintained performance guarantees.
Abstract
Partially Observable Markov Decision Processes (POMDPs) provide a principled mathematical framework for decision-making under uncertainty. However, the exact solution to POMDPs is computationally intractable. In this paper, we address the computational intractability by introducing a novel framework for adaptive open-loop simplification with formal performance guarantees. Our method adaptively interleaves open-loop and closed-loop planning via a topology-based belief tree, enabling a significant reduction in planning complexity. The key contribution lies in the derivation of efficiently computable bounds which provide formal guarantees and can be used to ensure that our simplification can identify the immediate optimal action of the original POMDP problem. Our framework therefore provides computationally tractable performance guarantees for macro-actions within POMDPs. Furthermore, we…
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