arXiv:2602.13641cs.ROcs.SY2026-02

提出SPLIT框架,实现车辆模型的高效在线自适应建模。

SPLIT: Sparse Incremental Learning of Error Dynamics for Control-Oriented Modeling in Autonomous Vehicles

  • 分解模型降低维度,仅对变化部分用高斯过程补偿
  • 按特征空间分区增量学习,支持实时数据更新
  • 采用贝叶斯委员会机器加速计算,适合车载控制器

精确、高效且可自适应的车辆模型对自动驾驶控制至关重要。混合模型结合名义模型与基于高斯过程(GP)的残差模型,展现出良好前景。然而,传统GP残差模型存在维度灾难、评估复杂度高及在线学习效率低等问题,阻碍其在实时控制器中的部署。为此,本文提出SPLIT——一种面向控制的稀疏增量学习框架。SPLIT包含三大创新:(i) 模型分解:将车辆模型拆分为实验标定的不变部分和由残差模型补偿的变化部分,降低特征维度;(ii) 局部增量学习:在特征空间定义有效区域并划分为子区域,实现从流式数据中高效在线学习;(iii) GP稀疏化:采用贝叶斯委员会机(Bayesian Committee Machine)保证在线评估的可扩展性。集成至模型预测控制器后,SPLIT在激进仿真和实车实验中均验证了其优越性:显著提升模型精度与控制性能,并能快速适应动力学偏差,在未见场景下仍具鲁棒泛化能力。

原文摘要 · Abstract (English)

Accurate, computationally efficient, and adaptive vehicle models are essential for autonomous vehicle control. Hybrid models that combine a nominal model with a Gaussian Process (GP)-based residual model have emerged as a promising approach. However, the GP-based residual model suffers from the curse of dimensionality, high evaluation complexity, and the inefficiency of online learning, which impede the deployment in real-time vehicle controllers. To address these challenges, we propose SPLIT, a sparse incremental learning framework for control-oriented vehicle dynamics modeling. SPLIT integrates three key innovations: (i) Model Decomposition. We decompose the vehicle model into invariant elements calibrated by experiments, and variant elements compensated by the residual model to reduce feature dimensionality. (ii) Local Incremental Learning. We define the valid region in the feature space and partition it into subregions, enabling efficient online learning from streaming data. (iii) GP Sparsification. We use bayesian committee machine to ensure scalable online evaluation. Integrated into model-based controllers, SPLIT is evaluated in aggressive simulations and real-vehicle experiments. Results demonstrate that SPLIT improves model accuracy and control performance online. Moreover, it enables rapid adaptation to vehicle dynamics deviations and exhibits robust generalization to previously unseen scenarios.

车辆建模增量学习高斯过程控制应用

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