🤖 AI Summary
This study addresses the challenges of robustness and consistency in multi-robot cooperative localization under featureless, GPS-denied environments. The authors systematically evaluate five cooperative localization methods—CCL, DCL, StCL, CI, and Standard-CL—under conditions of weak data association and strong detection, implementing all approaches within ROS and comparing their performance via Monte Carlo simulations. The analysis reveals a fundamental trade-off between estimation accuracy and filter consistency: StCL and Standard-CL achieve the highest accuracy but exhibit poor consistency; CCL is theoretically optimal yet highly sensitive to outliers; DCL demonstrates robust performance in challenging scenarios, with its implicit regularization mechanism elucidated; and CI strikes a favorable balance between accuracy and consistency. This work provides both theoretical insights and practical guidance for selecting cooperative localization methods in real-world deployments.
📝 Abstract
Cooperative localization (CL) enables accurate position estimation in multi-robot systems operating in GPS-denied environments. This paper presents a comparative study of five CL approaches: Centralized Cooperative Localization (CCL), Decentralized Cooperative Localization (DCL), Sequential Cooperative Localization (StCL), Covariance Intersection (CI), and Standard Cooperative Localization (Standard-CL). All methods are implemented in ROS and evaluated through Monte Carlo simulations under two conditions: weak data association and robust detection. Our analysis reveals fundamental trade-offs among the methods. StCL and Standard-CL achieve the lowest position errors but exhibit severe filter inconsistency, making them unsuitable for safety-critical applications. DCL demonstrates remarkable stability under challenging conditions due to its measurement stride mechanism, which provides implicit regularization against outliers. CI emerges as the most balanced approach, achieving near-optimal consistency while maintaining competitive accuracy. CCL provides theoretically optimal estimation but shows sensitivity to measurement outliers. These findings offer practical guidance for selecting CL algorithms based on application requirements.