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Graph-Based RL for Sequential Rendezvous Planning with Multiple Patrolling USVs

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Overview

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This paper introduces a framework combining grid-based path planning, surrogate travel-time prediction, and graph-based reinforcement learning to optimize sequential rendezvous operations for multiple unmanned surface vehicles (USVs). The proposed method utilizes a Feasible Transition Graph (FTG) to model spatiotemporal relationships and employs a surrogate model to predict travel times efficiently. Evaluation results indicate statistically significant average objective reductions of 10.5%, 3.5%, and 1.5% compared to greedy, MLP-RL, and 2-step lookahead greedy baselines, respectively, while requiring approximately 1/35 of the computation time of the latter.

Generated from attributed reports · Updated 6 hours ago

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Environment: simulation
Supporting report

“ority-dependent due dates. We propose a framework combining grid-based path planning, surrogate travel-time prediction, and graph-based reinforcement learning. The path planner accounts for ocean currents and approximates turn-rate constraints through multi-stage maneuvers, with path feasibility empirically validated through trajectory-tracking simulations. For rendezvous sequencing, a Feasible Transition Graph (FTG)”

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11/10
  1. arXiv Robotics — research abstractsSignal
    Graph-Based RL for Sequential Rendezvous Planning with Multiple Patrolling USVs

    This paper introduces a framework combining grid-based path planning, surrogate travel-time prediction, and graph-based reinforcement learning to optimize sequential rendezvous operations for multiple unmanned surface vehicles (USVs). The proposed method utilizes a Feasible Transition Graph (FTG) to model spatiotemporal relationships and employs a surrogate model to predict travel times efficiently. Evaluation results indicate statistically significant average objective reductions of 10.5%, 3.5%, and 1.5% compared to greedy, MLP-RL, and 2-step lookahead greedy baselines, respectively, while requiring approximately 1/35 of the computation time of the latter.

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