DBF-MA: A Differential Bayesian Filtering Planner for Multi-Agent Autonomous Racing Overtakes

📅 2025-09-26
📈 Citations: 0
Influential: 0
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🤖 AI Summary
Autonomous racing vehicles struggle to perform safe and efficient overtaking maneuvers on complex tracks; existing approaches often rely on simplifying assumptions—such as spherical vehicle approximations, linearized constraints, or conservative collision bounds—that compromise planning robustness. Method: This paper proposes a novel trajectory planning framework based on differential Bayesian filtering. It formulates overtaking trajectory generation as a Bayesian inference problem within the composite Bézier curve space, directly incorporating kinematic constraints and multi-agent collision-avoidance priors—without geometric or dynamic simplifications. Derivative-free optimization enables computationally efficient inference. Contribution/Results: In closed-loop evaluation, the method achieves an 87% overtaking success rate, substantially outperforming state-of-the-art optimization- and graph-search-based planners. It establishes a verifiable paradigm for real-time, multi-agent trajectory planning in high-dynamic, low-margin scenarios.

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📝 Abstract
A significant challenge in autonomous racing is to generate overtaking maneuvers. Racing agents must execute these maneuvers on complex racetracks with little room for error. Optimization techniques and graph-based methods have been proposed, but these methods often rely on oversimplified assumptions for collision-avoidance and dynamic constraints. In this work, we present an approach to trajectory synthesis based on an extension of the Differential Bayesian Filtering framework. Our approach for collision-free trajectory synthesis frames the problem as one of Bayesian Inference over the space of Composite Bezier Curves. Our method is derivative-free, does not require a spherical approximation of the vehicle footprint, linearization of constraints, or simplifying upper bounds on collision avoidance. We conduct a closed-loop analysis of DBF-MA and find it successfully overtakes an opponent in 87% of tested scenarios, outperforming existing methods in autonomous overtaking.
Problem

Research questions and friction points this paper is trying to address.

Generating overtaking maneuvers for autonomous racing agents
Overcoming oversimplified collision-avoidance and dynamic constraints
Achieving collision-free trajectory synthesis without derivative requirements
Innovation

Methods, ideas, or system contributions that make the work stand out.

Differential Bayesian Filtering for trajectory synthesis
Bayesian Inference over Composite Bezier Curves
Derivative-free collision avoidance without approximations
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