This work introduces a dual-process architecture that combines the strengths of robust reasoning and learning in a neuro-symbolic perspective on nonlinear motion planning and suggests that tightly coupling learning with structured reasoning offers a scalable path toward more capable and adaptive robotic systems.
Abstract
Robotic systems are deeply embedded in both industry and everyday life, where they are expected to act with speed, precision, and reliability. Classical control and planning methods have long delivered strong guarantees, but often at the cost of computational efficiency and adaptability. More recently, learning-based approaches have shown promise in overcoming these limitations, enabling agents to leverage experience to accelerate decision-making and address previously intractable problems. In this work, we bridge these two approaches through a neuro-symbolic perspective on nonlinear motion planning. Inspired by the Thinking Fast and Slow paradigm, we introduce a dual-process architecture that combines the strengths of robust reasoning and learning. Our framework integrates state-of-the-art symbolic solvers as a ``System-2''component with experience-driven ``System-1''modules. A metacognitive controller dynamically orchestrates their interaction, selecting when to rely on fast intuition versus slower, more precise reasoning. By evaluating the framework across diverse nonlinear benchmark environments, we demonstrate that this architecture yields consistent gains in planning efficiency, accuracy, and generalization, while promoting reuse across tasks. The results suggest that tightly coupling learning with structured reasoning offers a scalable path toward more capable and adaptive robotic systems.
Robotic operation in unstructured environments remains a long-standing critical challenge, driven by inherent environmental uncertainty, task complexity, and the conflicting requirements for high-level semantic reasoning and low-level real-time reactive control. While large language models (LLMs) demonstrate exceptiona...
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