Potential Field
Potential fields represent a powerful mathematical framework for modeling interactions and influences within a system, often used to guide autonomous navigation and decision-making. Current research focuses on improving the robustness and efficiency of potential field methods, particularly addressing limitations like local minima and occlusion, through techniques such as hybrid approaches combining potential fields with wall-following, reinforcement learning, or optimization algorithms like Particle Swarm Optimization. These advancements are significantly impacting diverse fields, from robotics and autonomous vehicle navigation to medical image analysis and space weather prediction, by enabling more reliable and efficient solutions for complex tasks.
Papers
Occlusion-Aware Path Planning for Collision Avoidance: Leveraging Potential Field Method with Responsibility-Sensitive Safety
Pengfei Lin, Ehsan Javanmardi, Jin Nakazato, Manabu Tsukada
Time-to-Collision-Aware Lane-Change Strategy Based on Potential Field and Cubic Polynomial for Autonomous Vehicles
Pengfei Lin, Ehsan Javanmardi, Ye Tao, Vishal Chauhan, Jin Nakazato, Manabu Tsukada