Stochastic Modeling of Distance to Collision for Robot Manipulators
Nikhil Das, Michael C. Yip

TL;DR
This paper introduces a Gaussian process regression method with a specialized kernel to rapidly and accurately estimate the distance to collision for robot manipulators, improving safety and efficiency in motion planning.
Contribution
It presents a novel GP-based approach with a forward kinematics kernel for fast, accurate collision distance estimation, and a hybrid model for practical robotic applications.
Findings
70 times faster distance evaluations than geometric methods
Up to 13 times more accurate than other regression models
9 times faster trajectory optimization with similar motion plans
Abstract
Evaluating distance to collision for robot manipulators is useful for assessing the feasibility of a robot configuration or for defining safe robot motion in unpredictable environments. However, distance estimation is a timeconsuming operation, and the sensors involved in measuring the distance are always noisy. A challenge thus exists in evaluating the expected distance to collision for safer robot control and planning. In this work, we propose the use of Gaussian process (GP) regression and the forward kinematics (FK) kernel (a similarity function for robot manipulators) to efficiently and accurately estimate distance to collision. We show that the GP model with the FK kernel achieves 70 times faster distance evaluations compared to a standard geometric technique, and up to 13 times more accurate evaluations compared to other regression models, even when the GP is trained on noisy…
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