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隐式虚拟领导者:用于多机器人编队的仅视觉去中心化相对姿态估计

Implicit Virtual Leader: Decentralized Vision-Only Relative Pose Estimation for Multi-Robot Formations

Shiyuan Yang, Zelin Wang, Zhijia Tao, Yilin Wang, Zhengyu Hou, Xiaosong Kong, Borong Zhang, Yip Fun Yeung, Yuankai Luo, Sharon Lee, Qingbiao Li

arXiv 2607.15708首次发表:更新:

AI 中文总结

针对经典编队控制问题,提出基于图神经网络的仅视觉去中心化相对姿态估计框架,通过隐式虚拟领导者解决局限性,附加相关模块进行不确定性处理,经多测试集验证,该框架姿态估计精度高且能推广到不同平台和编队规模。

AI 中文摘要

经典的领导者-跟随者编队控制存在单点故障和误差传播问题,且依赖于在GPS受限环境中不适用的绝对定位传感器。我们通过引入基于图神经网络(GNN)的完全去中心化、仅视觉的相对姿态估计框架来解决这些限制。关键思想是隐式虚拟领导者(IVL):一个不与任何单个机器人绑定但在GNN中仅使用单目图像和机器人间通信隐式学习的非物理编队参考框架。我们附加了一个用于偶然不确定性的异方差GNLL头和用于认知不确定性的MC Dropout,并在模拟和真实世界测试集上进行了系统比较。我们的框架实现了有竞争力的姿态估计精度,并自然地推广到异构机器人平台和不同的编队规模。

英文摘要

Classical leader-follower formation control suffers from single points of failure and error propagation, and relies on absolute localization sensors that are ill-suited for GPS-denied environments. We present a learned, vision-only estimator that maps each robot's monocular image, together with messages exchanged over a communication graph, directly to its 6-DoF relative pose. Its key ingredient is the implicit virtual leader (IVL): a non-physical reference frame at the team centroid, implicitly learned inside a Transformer-based graph neural network, so that estimation has no privileged node and needs no absolute localization. The estimator additionally reports well-calibrated aleatoric (heteroscedastic GNLL) uncertainty alongside epistemic (MC~Dropout) uncertainty, compared systematically across simulation and real-world test sets. Trained only in simulation, the estimator generalizes to unseen scenes, to larger unseen team sizes, and to an external real-world benchmark. It exhibits no single point of failure: removing any one robot costs at most $1.24\times$ the median removal, and removing $71\%$ of the communication links costs $1.77\times$ in position error without retraining. Trained on real-robot data from a single platform, it transfers without modification to a heterogeneous team, estimating relative pose to $0.22$\,m and $1.6^\circ$ on physical robots, where it drives closed-loop formation control.

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