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Uncertainty-Aware Guidance for Target Tracking subject to Intermittent Measurements using Motion Model Learning

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arxiv 2402.00671 v2 pith:BN76HYR4 submitted 2024-02-01 eess.SY cs.SY

classification eess.SYcs.SY
keywords targetguidancemodelmotionmeasurementsparticleagentestimation
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This paper presents a novel guidance law for target tracking applications where the target motion model is unknown and sensor measurements are intermittent due to unknown environmental conditions and low measurement update rate. In this work, the target motion model is represented by a transformer neural network and trained by previous target position measurements. This transformer motion model serves as the prediction step in a particle filter for target state estimation and uncertainty quantification. The particle filter estimation uncertainty is utilized in the information-driven guidance law to compute a path for the mobile agent to travel to a position with maximum expected entropy reduction (EER). The computation of EER is performed in real-time by approximating the information gain from the predicted particle distributions relative to the current distribution. Simulation and hardware experiments are performed with a quadcopter agent and TurtleBot target to demonstrate that the presented guidance law outperforms two other baseline guidance methods.

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Cited by 2 Pith papers

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  1. System Identification and Control Using Lyapunov-Based Deep Neural Networks without Persistent Excitation: A Concurrent Learning Approach

    eess.SY 2025-05 conditional novelty 7.0 of 10

    A Lyapunov-based deep neural network controller with concurrent-learning weight updates achieves simultaneous trajectory tracking and online system identification under a finite-time excitation condition instead of pe...

  2. Integrated Control and Active Perception in POMDPs for Temporal Logic Tasks and Information Acquisition

    eess.SY 2025-04 conditional novelty 5.0 of 10

    A policy-gradient method for POMDPs that jointly maximizes temporal-logic task satisfaction and minimizes conditional entropy about a secret automaton state, using observable operators for gradient computation.

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